Source: http://patents.com/us-9863646.html
Timestamp: 2018-04-20 06:57:26
Document Index: 75432581

Matched Legal Cases: ['art 300', 'art 400', 'art 300', 'art 300', 'art 300', 'art 300', 'art 400', 'art 400', 'art 400', 'arts 300', 'art 300', 'art 300', 'art 400', 'art 720', 'art 720', 'art 720', 'art 720', 'art 720', 'art 780', 'art 780', 'art 80', 'art 780', 'art 780']

US Patent # 9,863,646. Modulation control of hydronic systems - Patents.com
United States Patent 9,863,646
Johnson, Jr. , et al. January 9, 2018
Modulation control of hydronic systems
A hydronic heating system employing comprises a water line, two or more boilers, and a control. In operation, the water line facilitates a circulation of water through a building and the boilers heat the water as the water flows through the water line. The control calculates a system energy load for operating boilers. The calculation of the system energy load is a function of a set-point water temperature for the hydronic heating system, a supply water temperature of water flowing relative to a supply point of the water line, a return water temperature of water flowing relative to return point of the water line and a flow rate of water flowing relative to a flow sense point of the water line.
Johnson, Jr.; David E. (Indianapolis, IN), Steinmeyer; William A. (Indianapolis, IN)
Johnson, Jr.; David E.
Steinmeyer; William A.
Family ID: 1000003050828
13/603,227
US 20130048745 A1 Feb 28, 2013
11949314 Dec 3, 2007
11627739 Jan 26, 2007 7658335
Current CPC Class: F24D 12/02 (20130101); F22B 35/00 (20130101); F24D 19/1009 (20130101); F24D 19/1012 (20130101); G05D 23/1932 (20130101); F01K 17/02 (20130101); Y02B 30/762 (20130101); C02F 1/66 (20130101); C02F 5/00 (20130101); C02F 2103/02 (20130101); C02F 2303/08 (20130101); C02F 2303/22 (20130101); F24D 2200/043 (20130101); Y02B 30/108 (20130101); Y02B 30/14 (20130101); Y02B 30/16 (20130101); Y02B 30/745 (20130101)
Current International Class: G05D 23/19 (20060101); F24D 19/10 (20060101); F01K 17/02 (20060101); F24D 12/02 (20060101); F22B 35/00 (20060101); G05B 11/42 (20060101); F24H 9/20 (20060101); C02F 1/66 (20060101); C02F 5/00 (20060101)
Field of Search: ;237/8A,2A,8R,81 ;122/448.3 ;236/9R,9A,14,91D,91E,91F
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Attorney, Agent or Firm: Harris; Darrin Wesley
The present application is a continuation-in-part of U.S. application Ser. No. 11/949,314 entitled "Modulation Control of a Hydronic Heating System", filed Dec. 3, 2007, which is a continuation-in-part of U.S. application Ser. No. 11/627,739, entitled "Hydronic Heating System", filed Jan. 26, 2007 (collectively the "Priority Applications"). This present application claims priority and benefit of the Priority Applications to the extent the subject matter of this present application is found in the Priority Applications. The content of the Priority Applications is incorporated herein by reference.
1. A hydronic heating system, comprising: a water line for circulating water through a building; a plurality of boilers, each boiler being connected to the water line for heating the water flowing through the water line; and a control operably coupled to the plurality of boilers, the control including at least one processor configured for calculating a system energy load for operating the plurality of boilers on a heat load assignment basis, wherein each boiler is assigned at least a portion of the system energy load, and wherein a calculation of the system energy load is a function of a set-point water temperature for the hydronic heating system, a supply water temperature of water flowing relative to a supply point of the water line, a return water temperature of water flowing relative to a return point of the water line and a flow rate of water flowing relative to a flow sense point of the water line.
2. The hydronic heating system of claim 1, wherein the calculation of the system energy load includes a calculation of a set-point/supply differential between the set-point temperature and the supply water temperature.
3. The hydronic heating system of claim 1, wherein the calculation of the system energy load includes a calculation of a set-point/return differential between the set-point temperature and the return water temperature.
4. The hydronic heating system of claim 1, wherein the calculation of the system energy load includes a calculation of a set-point/supply differential between the set-point temperature and the supply water temperature; a calculation of a set-point/return differential between the set-point temperature and the return water temperature; and a calculation of a temperature summation of the set-point/supply differential and the set-point/return differential.
5. The hydronic heating system of claim 4, wherein the calculation of the system energy includes a calculation of a product of the temperature summation, the flow rate of the water flowing relative to a flow sense point of the water line, and a weight of the heat water circulating through the water line.
6. The hydronic heating system of claim 4, wherein the calculation of the system energy includes a calculation of a product of the temperature summation, the flow rate of the water flowing relative to a flow sense point of the water line, a weight of the heated water circulating through the water line, and a specified operational time period of the hydronic heating system.
7. The hydronic heating system of claim 1, wherein the calculation of the system energy load includes a calculation of a condensing/return differential between a condensing temperature limit and the return water temperature.
8. The hydronic heating system of claim 1, wherein the calculation of the system energy load includes a calculation of a set-point/supply differential between the set point temperature and the supply water temperature; a calculation of a set-point/return differential between the set-point temperature and the return water temperature; a calculation of a condensing differential between a condensing temperature limit and the return water temperature; and a calculation of a temperature summation of the set-point/supply differential, the set-point/return differential, and the condensing/return differential.
9. The hydronic heating system of claim 8, wherein the calculation of the system energy includes a calculation of a product of the temperature summation, the flow rate of the water flowing relative to a flow sense point of the water line, and a weight of the heat water circulating through the water line.
10. The hydronic heating system of claim 8, wherein the calculation of the system energy includes a calculation of a product of the temperature summation, the flow rate of the water flowing relative to a flow sense point of the water line, a weight of the heated water circulating through the water line, and a specified operational time period of the hydronic heating system.
11. The hydronic heating system of claim 1, wherein the calculation of the system energy includes a calculation of a product of the flow rate of the water flowing relative to a flow sense point of the water line, and a weight of the heat water flowing through the water line.
12. The hydronic heating system of claim 1, wherein the calculation of the system energy includes a calculation of a product of the flow rate of the water flowing relative to a flow sense point of the water line, a weight of the heated water circulating through the water line, and a specified operational time period of the hydronic heating system.
13. The hydronic heating system of claim 1, wherein the plurality of boilers includes at least one condensing boiler.
14. The hydronic heating system of claim 1, wherein the plurality of boilers includes at least one non-condensing boiler.
15. The hydronic heating system of claim 1, wherein the set-point water temperature is a function of an outdoor air temperature relative to the hydronic heating system.
16. The hydronic heating system of claim 1, wherein the control is configured for independently operating each boiler in a manner that matches the system energy load to operating characteristics of each boiler enabled for heating water flowing through the water line; and wherein the match of the system energy load to operating characteristics of each enabled boiler includes the heat load assignment of each enabled boiler based on the operating characteristic of each enabled boiler.
17. The hydronic heating system of claim 16, wherein each enabled boiler is independently modulated as a function of a comparison of the heat load assignment of the enabled boiler to a heat output of the enabled boiler.
18. The hydronic heating system of claim 1, further comprising: for each boiler, a water pump for circulating water through the boiler, wherein the control is configured to modulate each water pump to maintain a constant temperature differential between an inlet temperature and an outlet temperature of water flowing through a corresponding boiler.
19. The hydronic healing system of claim 18, wherein the water pump is modulated to vary the flow rate of water flowing through the boiler as required to maintain the constant temperature differential between the inlet temperature and the outlet temperature of water flowing through the corresponding boiler.
20. The hydronic heating system of claim 1, wherein the water line is a closed water line.
The present disclosure generally relates to modulation or control of various hydronic systems utilizing one or more energy sources for particular purposes, such as, for example, systems utilizing natural gas, oil, coal, gasoline, steam, water, and/or electricity for purposes of providing heating, cooling, pumping, current output, and/or mechanical energy. The present disclosure specifically relates to an energy-based modulation control of such hydronic systems.
Temperature-based modulation control schemes of boilers as known in the art are generally premised on operating the boilers as temperature devices based on an error calculation between a set-point temperature and a supply temperature. More particularly, in response to the supply temperature being less than the set-point temperature, the temperature-based modulation control scheme would ramp up the heating output of one or more of the boilers until the supply temperature equaled the set-point temperature. Conversely, in response to the supply temperature being greater than the set-point temperature, the temperature-based modulation control scheme would ramp down the heating output of one or more of the boilers until the supply temperature equaled the set-point temperature.
While in practice the temperature-based modulation control schemes may have involved various subcontrol features (e.g., a proportional-integral-derivative control feature of the ramping up/ramping down of boiler(s) or a timing control feature for enabling/disabling boiler(s), it has now been discovered that the operation of the boilers as temperature devices impedes efficient operation of the boilers for various reasons, primarily the absence of a calculation of a real-time heating load also known herein as an energy load or system energy load.
The present disclosure is directed to an energy load based modulation scheme of boilers generally premised on operating the boilers as energy devices based on a calculation of a real-time heating load/energy load.
One form of the present disclosure is a hydronic heating system with a water line, two or more boilers and a control. In operation, the water line facilitates a circulation of water through a building and the boilers heat the water as the water flows through the water line. The control calculates a system energy load for operating boilers. The calculation of the system energy load is a function of a set-point water temperature for the hydronic heating system, a supply water temperature of water flowing relative to a supply point of the water line, a return water temperature of water flowing relative to return point of the water line, and a flow rate of water flowing relative to a flow sense point of the water line.
The foregoing form and other forms of the present disclosure as well as various features and advantages of the present disclosure will become further apparent from the following detailed description of various embodiments of the present disclosure read in conjunction with the accompanying drawings. The detailed description and drawings are merely illustrative of the present disclosure rather than limiting, the scope of the present disclosure being defined by the appended claims and equivalents thereof.
FIG. 3 is a schematic and block diagram of the main control circuit used in a heating system constructed in accordance with an embodiment of the present disclosure.
FIG. 4 is a schematic and block diagram of condensing boiler control circuitry used in a heating system constructed in accordance with an embodiment of the present disclosure.
FIG. 5 is a schematic and block diagram of non-condensing boiler control circuitry used in a heating system constructed in accordance with an embodiment of the present disclosure.
FIG. 6 is a schematic and block diagram of a pH measurement control circuit used in a heating system constructed in accordance with an embodiment of the present disclosure.
FIG. 7 is a schematic and block diagram illustrating a number of temperature sensor circuits, as well as a user interface circuit used in a heating system constructed in accordance with an embodiment of the present disclosure.
FIG. 8 is a flowchart representative of a process modulation algorithm in accordance with an embodiment of the present disclosure.
FIG. 9 is a flowchart representative of a rate-of-change modulation scheme in accordance with an embodiment of the present disclosure.
FIG. 10 is a schematic and block diagram of a single system controller for a plurality of devices constructed in accordance with an embodiment of the present disclosure.
FIG. 11 is a schematic and block diagram of a system administrator and corresponding device controllers for a plurality of devices constructed in accordance with an embodiment of the present disclosure.
FIG. 12 is a schematic and block diagram of an exemplary embodiment a hybrid heating system of the present disclosure illustrating a condensing plant and a non-condensing plant.
FIG. 13 is a flowchart representative of an exemplary embodiment of hybrid energy load calculation method of the present disclosure.
FIGS. 14A and 14B are schematic and block diagrams of an exemplary embodiment an energy exchange system of the present disclosure illustrating a boiler pipe system and a chiller pipe system.
FIGS. 15A and 15B are state diagrams of an exemplary operation of the energy exchange system illustrated in FIGS. 14A and 14B.
FIG. 16 is a schematic and block diagram of an exemplary embodiment of a gas efficiency boiler of the present disclosure.
FIG. 17 is a schematic and block diagram of an exemplary embodiment of a gas efficiency system of the present disclosure.
FIG. 18 is a schematic and block diagram of an exemplary embodiment of a pumping system of the present disclosure.
FIG. 19 is a flowchart representative of an exemplary embodiment of a .DELTA.T pumping method of the present disclosure.
For the purposes of promoting an understanding of the principles of the disclosure, reference will now be made to the embodiments illustrated in the drawings, and specific language will be used to describe the same. It will nevertheless be understood that no limitation of the scope of the disclosure is thereby intended, and alterations and modifications in the illustrated examples, and further applications of the principles of the disclosure as illustrated therein are herein contemplated as would normally occur to one skilled in the art to which the disclosure relates.
Referring to FIG. 1, there is shown a hydronic (i.e., hot water) heating system 20 that includes boilers 21 and 22 for heating water that is circulated in order to heat a building. Boilers 21 and 22 may both be condensing or non-condensing boilers, or one boiler may be a condensing boiler while the other is a non-condensing boiler. Boilers 21 and 22 are respectively associated with pumps 23 and 24 that act to provide circulation of the heated water throughout the building. Controller 36 is operably connected to boilers 21 and 22 via connectors 42 and 43 respectively. Connectors 42 and 43 are illustratively shown as being a cable or wire, but connectors 42 and 43, as well as other connectors described and shown herein, may take the form of an apparatus or functionality consistent with any technology known to those skilled in the art and appropriate for the purpose and application described (e.g., wireless transmission technology). Controller 36 provides signals that control the operation of boilers 21 and 22, including the operation of their respective boiler pumps 23 and 24. A temperature sensor 25 is located to measure the water temperature in boiler inlet or return water line 27 of boiler 21. Temperature sensor 25 is operably connected to controller 36 via connector 92. Temperature sensor 26 is located to measure the water temperature in outlet or system supply water line 28 of boiler 21 and is operably connected to controller 36 via connector 33. Similarly, a temperature sensor 29 is located to measure the water temperature in inlet or return water line 31 of boiler 22. Temperature sensor 29 is operably connected to controller 36 via connector 34. Temperature sensor 30 is located to measure the water temperature in outlet or system supply water line 32 of boiler 22 and is operably connected to controller 36 via connector 35.
Water lines 27, 28, 31, and 32 are connected to the main circulating water line 37 that circulates heated water through heat transmission devices 18 and 19 (e.g., heat exchangers, radiators, or air handlers) located at various points throughout the building to heat the building. Auxiliary pumps 38 and 39 are connected to main water line 37 to assist the water flow. Pumps 38 and 39 are connected via connectors 40 and 41, respectively, to controller 36 to provide control of pumps 38 and 39. Water flow direction in heating system 20 is indicated by arrows 95 in FIG. 1.
To further illustrate the non-limiting nature of the present disclosure, reference is now made to FIG. 2, which illustrates a heating system 120. Heating system 120 illustratively includes non-condensing boilers 121 and 122 and condensing boilers 123 and 124 connected to a main water circulation line 147 by inlet or boiler return water lines 126, 127, 128, and 129, respectively and outlet or system supply water lines 130, 131, 132, and 133, respectively. Boilers 121, 122, 123, and 124 are respectively associated with pumps 134, 135, 136, and 137 which are mounted on the boiler return water lines 126, 127, 128, and 129, respectively. Pumps 134, 135, 136, and 137 are preferably enabled with variable frequency drive circuitry that allows the pumps to be operated at variable speeds, i.e., pumping rates. Similar to heating system 20 of FIG. 1, heating system 120 of FIG. 2 includes temperature sensors 138, 140, 142, and 144 mounted on the outlet or system supply water lines 130, 131, 132, and 133, respectively, and temperature sensors 139, 141, 143, and 145 mounted on the inlet or return water lines 126, 127, 128, and 129, respectively. Boilers 121, 122, 123, and 124 are operably connected to controller 146 via connectors 221, 222, 223, and 224, respectively. Pumps 134, 135, 136, and 137 are operably connected to controller 146 via connectors 234, 235, 236, and 237, respectively. Temperature sensors 138, 139, 140, 141, 142, 143, 144, and 145 are operably connected to a controller 146 via connectors 238, 239, 240, 241, 242, 243, 244, and 245, respectively. While FIG. 2 shows controller 146 connected to the various components herein described via hard wired control or connection lines or wires, it will be understood that various wireless connections are envisioned including, but not limited to, IR, RF, and optical links. In addition, control and sensor data may be communicated via various network interfaces and protocols including parallel or serial data buses, Ethernet, Bluetooth, IEEE standard control interfaces, or other computer or data networks that are known to those of ordinary skill in the art both now and as may be developed in the future.
Temperature sensors 160, 161, and 162 are mounted to main water line 147 to measure the temperature of the circulating water at various locations along main water line 147. Sensors 160, 161, and 162 are shown as being operably connected to controller 146 via connectors 260, 261, and 262, respectively. A flow measuring device 163 is shown as being mounted on main water line 147 to provide water flow information to controller 146 via connector 263. An outdoor air temperature sensor 164 is mounted outside the building and is operably connected to controller 146 via connector 264. Air temperature sensors 180 and 181 are located in rooms or areas of the building and are also operably connected to controller 146 via connectors 280 and 281, respectively, to provide information with respect to the ambient temperature of the rooms or areas in which the sensors are located. FIG. 2 illustratively shows heat transmission devices 201 and 202 located within system 120. Devices 201 and 202 may be end-user heat distribution apparatus, such as radiators, heat exchangers, or air handlers, for only a few examples. A user interface device 190 is also operably connected to controller 146 via connector 290 to allow a user of heating system 120 to select or change various input criteria, e.g., desired room temperature or the manner in which heating system 120 is operated. User interface device 190 also provides a means for information regarding the status or condition of the components of system 120 to be communicated to the user.
As previously described, the present disclosure does not limit the number or types of boilers that can be used within a heating system. For purposes of explaining the operation of a heating system constructed in accordance with the present disclosure, reference will be made to FIGS. 3-7 which, for example only, illustrate elements of a hydronic heating system that includes two condensing and two non-condensing boilers in an arrangement such as that shown in FIG. 2. Reference will therefore be made primarily to FIG. 2, although it is understood that the principles of operation to be described apply equally to heating systems having different numbers and types of boilers, including but not limited to the system of FIG. 1.
Through the use of user interface device 190, the type of each boiler 121-124 (e.g., condensing or non-condensing) will be inputted by the user. Minimum and maximum return and supply temperatures for each of boilers 121-124, as defined by the boiler manufacturer, will be inputted by the user as well. The outdoor air temperature switch point, i.e., the temperature above which a condensing-type boiler is initially selected, may also be provided to system 120 via user interface device 190. Using data provided by interface device 190 and the outdoor air temperature provided by sensor 164 via connector 264, controller 146 will enable at least one of pumps 134-137 via their respective connectors 234-237. After a user-defined delay (e.g., 1 to 10 minutes), a flow reading using flow sensor 163 in the main water line 147 will be taken. Using this flow data provided via connector 263, as well as other initializing data, controller 146 calculates an initial building heating load for system 120. Based on this calculated load and the outdoor air temperature switch point, controller 146 will determine which type of boiler (e.g., condensing or non-condensing) to initially enable. For example, if the outdoor air temperature calls for a condensing boiler, and there is more than one condensing boiler available in system 120, then the first boiler selected can be based on which one has accumulated the fewest hours of operation. This may be done by comparing timers linked with each boiler's respective output enable circuits, unless a particular boiler in the system has been designated a dedicated lead boiler, in which case it will always be enabled or fired first. Since controller 146 also knows the output capability of each boiler on the system, controller 146 may also select for operation the boiler having an output that is most closely matched to the building heating load. If the condition should exist that a particular boiler is in an alarm state (i.e., the boiler is not working properly), controller 146 will not enable that boiler until the condition causing the alarm is remedied. For purposes of this example, condensing boiler 124 is initially enabled by controller 146 via connector 224. After an initial period of low-fire output of boiler 124, the building heating load will be recalculated to obtain a real-time heating load. This low-fire time delay, e.g., 30 minutes, is used to ensure that the initial calculated building heating load is accurate so as to avoid overshooting the desired building temperature by overfiring the initially enabled or fired boiler or boilers. If the recalculated real-time heating load indicates that heat is still required, the initially enabled boiler 124 will thereafter by operated in its normal or real-time mode, e.g., via proportional-integral-derivative (PID) control, by controller 146 via connector 224.
The operation of the PID mode of controller 146 will be constantly monitored. If controller 146 causes the output of boiler 124 to remain above a user-defined output percentage (e.g., 25%-100%) for a given user-defined time period (e.g., 5-60 minutes), then a second boiler, e.g., condensing boiler 123, will be enabled via connector 223, and controller 146 will split the real-time heating load between the two enabled boilers 124 and 123 in a manner that operates both boilers as efficiently as possible. The real-time heating load distribution between boilers 124 and 123 is monitored often (e.g., once per second) to ensure boilers 124 and 123 continue to be operated as efficiently as possible. In this exemplary embodiment, if the real-time heating load increases, this pattern of sequencing will continue until all boilers of a particular type (e.g., condensing or non-condensing) that exist in a given heating system have been enabled or fired. Should the outdoor air temperature remain above the condensing/non-condensing switch point and all condensing boilers, in this case boilers 124 and 123, have been operating at a user-defined maximum output for a user-defined period of time, and a user-defined heating load percentage (e.g., 1-10%) has not been reached, a non-condensing boiler, e.g., boiler 122 will then be enabled by an enabling signal via connector 222. Once non-condensing boiler 122 has been enabled, condensing boilers 124 and 123, that are still enabled, will be reset to cover that portion of the real-time heating load that still allows non-condensing boiler 122 to maintain its minimum recommended return water temperature. Non-condensing boiler 122 will operate under PID control to cover the balance of the real-time heating load. Should the real-time heating load increase, the non-condensing boilers will follow the same sequencing control described above to enable and control additional non-condensing boilers, e.g., boiler 121, and boiler pumps, e.g., pump 134. During the run cycles of both condensing and non-condensing boiler reset loops, building zone temperatures will be polled by networked temperature devices, e.g., sensors 180 and 181, to determine if the output (i.e., supply temperature) of system 120 is meeting the real-time heating load. Based on this information, boiler reset temperatures will be increased to supply more heat if needed, decreased to increase efficiency of boiler operation, or left the same. This polling enables controller 146 to know how much energy has been used to heat the building and, based on the calculated real-time heating load, enable only the boiler or boilers needed to most efficiently meet the remaining real-time heating load.
Once the real-time heating load covered by condensing boilers 124 and 123 has been satisfied, condensing boilers 124 and 123 will be shut down by controller 146 by signals provided via connectors 224 and 223, respectively. Condensing boilers 124 and 123 will be enabled again only if the return water temperature of non-condensing boilers 121 and 122 (if enabled) falls below a user defined limit (e.g., 130.degree. F.) and remains there for more than a user-defined period of time (e.g., 5-30 minutes), or if the outdoor air temperature rises above the condensing/non-condensing switch point, or if all the non-condensing boilers, in this case boilers 121 and 122, are operating at a user-defined maximum output for a user-defined period of time (e.g., 15-60 minutes) and have failed to adequately satisfy the real-time heating load. As the real-time heating load is satisfied or reduced, a non-condensing boiler will be shut down by controller 146. The boiler selected for shut down is chosen based on hours of operation. As the real-time heating load continues to decrease, additional boilers will be shut down.
Boiler operating regulations require that a boiler must be shut down at least once every 24 hours. In order to comply with this requirement and to even wear across boilers, system 120 operates such that each boiler 121-124 is shut down at least once every six hours. This process allows controller 146 to regularly compare hours of accumulated operation and enable or fire the boiler of a given type with the least operating hours first. If the real-time heating load of the building is determined to be less than the minimum operating range of all the available boilers 121-124 on system 120, controller 146 will select and enable the boiler having the lowest operating range. This functionality of controller 146 will help to eliminate as much as possible the efficiency losses and significant wear effects of short cycling on boilers 121-124.
When the switch to non-condensing boilers occurs because outdoor air temperature has dropped below the switch point, all of the real-time heating load will be assigned to non-condensing boilers 121 and 122. Once a non-condensing boiler has been enabled or fired as described above and the return water temperature is equal to or greater than a user defined limit (e.g., 130.degree. F.), any condensing boilers (e.g., boiler 123 or 124) that are enabled will be shut down, although their main pumps will continue to operate for a period of time that is calculated as a percentage of the boiler's just-concluded run time in order to extract additional heat from that boiler and reduce the effects of boiler precipitation on scaling of the boiler tubes. The total load will then be assigned to the running non-condensing boiler and the reset of the supply or output temperature will be defined by an equation having a slope which is designated for non-condensing boilers.
The inlet and outlet temperature difference, i.e., .DELTA.T, is a user-defined value (e.g., 10.degree. F.-45.degree. F. or within the boiler manufacturer's limits) that can be selected via user interface device 190. This .DELTA.T, measured by temperature sensors 144 and 145 for boiler 124, for example, is maintained to the extent possible via operation of controller 146 by providing control signals to the variable frequency drives of the boiler's respective pump, e.g., pump 137 in the above example. Pump 137, for example, will then be modulated or operated to increase or decrease water flow so as to maintain the measured .DELTA.T with the user selected value. By modulating or controlling the flow rate of the boiler pumps, the pumps can put out less water at higher temperatures, thereby increasing boiler efficiency.
It can be seen from the previous explanation with reference to the drawings that system 120 provides microprocessor control of differing types of boilers in a heating system through the use of a variety of sensor inputs to optimally sequence and operate each boiler in the heating system to maximize efficiency of the boilers. The system is suitable for controlling multiple boilers of different sizes and of different types within the same heating system. By calculating real-time heating load and using that information to select and operate boilers, efficiency losses and detrimental effects on equipment life due to short-cycling of boilers are prevented or eliminated. The system disclosed herein effectively prevents non-condensing boilers from condensing while condensing boilers are allowed to condense. The system offers the ability to reset and control both condensing and non-condensing boilers on the same system. With two unique and user definable reset temperature slopes, both types of boilers can be utilized seamlessly.
The controllers shown in FIGS. 3-6 were described in the context of implementing a PID version of a process modulation algorithm of the present disclosure for purposes of controlling a hybrid boiler system. In practice, the process modulation algorithm is applicable to many types of systems including, but not limited to, systems employing devices using energy sources (e.g., natural gas, oil, coal, gasoline, steam, water, and electricity) for any purpose (e.g., heating, cooling, pumping, current output, and mechanical energy). To facilitate further understanding of the process modulation algorithm of the present disclosure in the context of any system and to introduce a rate-of-change modulation version of the process modulation algorithm, descriptions will now be provided herein of a flowchart 300 representative of the process modulation algorithm as shown in FIG. 8 and of a flowchart 400 representative of the rate-of-change modulation version of the process modulation algorithm as shown in FIG. 9.
Referring to FIG. 8, a stage S302 of flowchart 300 encompasses a system energy load calculation that is dependent upon one or more operational conditions (e.g., temperature, pressure, power consumption, motion, etc.) of an applicable system (e.g., heating, cooling, pumping, current output, and mechanical energy). For example, in the context of a hybrid heating system including one or more condensing boilers and one or more non-condensing boilers, the following equations [1] and [2] can be utilized for purposes of calculating a system energy load for the hybrid heating system that is dependent upon a set-point temperature of the hybrid heating system: L=((T.sub.SP-T.sub.R)+(T.sub.SP-T.sub.S))*(GPM*WLG*MPH) [1] L=((T.sub.SP-T.sub.R)+(T.sub.SP-T.sub.S)+(CTL-T.sub.R))*(GPM*WLG*MPH) [2] where (1) L is a calculated system energy load (BTU/H) for the hybrid heating system,
(2) T.sub.SP is the set-point temperature (.degree. F.) of the hybrid heating system,
(3) T.sub.S is the supply water temperature (.degree. F.) of the hybrid heating system,
(4) T.sub.R is the return water temperature (.degree. F.) of the hybrid heating system,
(8) CTL is a condensing temperature limit (.degree. F.) of the hybrid heating system.
Equation [1] is utilized for all condensing operations and for non-condensing operations whereby the return water temperature T.sub.R is equal to or greater than the condensing temperature limit CTL. Conversely, equation [2] is utilized for non-condensing operations whereby the return water temperature T.sub.R is less than the condensing temperature limit CTL. As previously described herein, a hybrid heating system can be switched between condensing operations and non-condensing operations based on a comparison of the outdoor air temperature to a switch temperature point whereby condensing operations primarily occur above the switch temperature point and non-condensing operations primarily occur below the switch temperature point.
A determination of the set-point temperature is also dependent upon whether the hybrid heating system is in condensing operations or non-condensing operations. For example, a condensing reset temperature slope is derived from a graph of a water temperature range and output air temperature range for the condensing boiler(s). For this slope, one endpoint is plotted as the maximum water temperature/minimum outdoor air temperature and the other endpoint is plotted as the minimum water temperature/maximum outdoor air temperature, whereby the set-point temperature is the water temperature on the slope corresponding to a sensed outdoor air temperature. Similarly, a non-condensing reset temperature slope is derived from a graph of a water temperature range and output air temperature range for the non-condensing boiler(s). Again, for this slope, one endpoint is plotted as the maximum water temperature/minimum outdoor air temperature and the other endpoint is plotted as the minimum water temperature/maximum outdoor air temperature whereby the set-point temperature is the water temperature on the slope corresponding to a sensed outdoor air temperature.
Still referring to FIG. 8, a stage S304 of flowchart 300 encompasses a device load assignment that is dependent upon the output capacities of the device(s) (e.g., boilers, chillers, pumps, dampers, etc.) of the applicable system (e.g., heating, cooling, pumping, current output and mechanical energy). For example, in the context of a hybrid heating system including one or more condensing boilers and one or more non-condensing boilers, the following equations [3] and [4] can be utilized for purposes of assigning a device load for each boiler Y of a total of X enabled boilers of the hybrid heating system: BY.sub.IL=(OY.sub.MAX/.SIGMA.OX.sub.MAX))*(L) [3] BY.sub.IL=(OY.sub.MIN/.SIGMA.OX.sub.MIN))*(L) [4] where (1) BY.sub.IL is a load assignment (BTU/H) for a particular boiler Y,
(2) OY.sub.MAX is the maximum output (BTU/H) for a particular boiler Y,
(3) .SIGMA.OX.sub.MAX is a summation of all maximum outputs (BTU/H) for the enabled boilers X,
(4) OY.sub.MIN is the minimum output (BTU/H) for a particular boiler Y,
(5) .SIGMA.OX.sub.MIN is a summation of all minimum outputs (BTU/H) for the enabled boilers X, and
(6) L is the previously calculated system energy load (BTU/H) for the hybrid heating system.
Equation [3] is utilized whenever all of the control signal(s) (e.g., analog or digital, voltage or current) of the enabled boiler(s) X are to be modulated as described herein. Conversely, equation [4] is utilized whenever less than all of the control signal(s) (e.g., analog or digital, voltage or current) of the enabled boiler(s) X are to be modulated as described herein. As previously described herein, the determination of which boiler(s) to enable at any given moment is a function of the operational state of the system (i.e., condensing or non-condensing) as well as the operational state of each boiler in terms of at least an online/offline status of the boiler, and an operational time status of the boiler.
Still referring to FIG. 8, a stage S306 of flowchart 300 encompasses a device output error calculation that is based on a comparison of an assigned device load and a device output for each enabled device (e.g., boiler, chiller, pump, damper, etc.) of the applicable system (e.g., heating, cooling, pumping, current output and mechanical energy). For example, in the context of a hybrid heating system including one or more condensing boilers and one or more non-condensing boilers, the following equations [5]-[10] can be utilized for purposes of calculating a device output error for each enabled boiler of the hybrid heating system: BY.sub.SP.apprxeq.BY.sub.IL [5] BY.sub.HL=OY.sub.MAX+DB [6] BY.sub.LL=OY.sub.MIN-DB [7] DB=OF*(OY.sub.MAX/100) [8] O.sub.BY=(V.sub.CON-V.sub.MIN)*((OY.sub.MAX-OY.sub.MIN)/(V.sub.MAX-V.sub.- MIN))+OY.sub.MIN [9] E.sub.Y=BY.sub.SP-O.sub.BY [10] where (1) BY.sub.SP is the boiler output set-point temperature (BTU/H) for a particular boiler Y,
(2) BY.sub.IL is the previously calculated load assignment (BTU/H) for a particular boiler Y,
(3) BY.sub.HL is a high limit for the boiler output set-point temperature BY.sub.SP,
(4) BY.sub.LL is a low limit for the boiler output set-point temperature BY.sub.SP,
(5) OY.sub.MAX is the maximum output (BTU/H) for a particular boiler Y,
(6) OY.sub.MIN is the minimum output (BTU/H) for a particular boiler Y,
(7) DB is a deadband based on an output percentage factor OPF of a particular boiler Y, whereby the output percentage factor OPF can be designed to range from 1 to 100,
(8) O.sub.BY is a calculated heat output (BTU/H) for a particular boiler Y,
(9) V.sub.CON is an analog control voltage signal for a particular boiler Y that controls the fire level of that boiler Y,
(10) V.sub.MAX is a maximum of the analog control voltage signal V.sub.CON (e.g., 10 volts),
(11) V.sub.MIN is a minimum of the analog control voltage signal V.sub.CON (e.g., 0 volts), and
(12) E.sub.Y is the calculated error for a particular boiler Y.
While equations [5]-[10] can be executed during the low fire time delay of the hybrid heating system, it is only of particular interest for equations [5]-[8] to be executed or processed during the low fire time delay and all of the equations [5]-[10] to be executed continually on a periodic basis upon completion of the low fire time delay.
Also note that the boiler output set-point temperature BY.sub.SP is a function of the calculated load assignment BY.sub.IL that can dynamically vary between the low limit BY.sub.LL and the high limit BY.sub.HL. As such, those having ordinary skill in the art will appreciate the purpose of utilizing the deadband DB to establish the low limit BY.sub.LL and the high limit BY.sub.HL is to limit the dynamic variable nature of the calculated load assignment BY.sub.IL. For a hybrid heating system, the output percentage factor OPF is preferably 1 for stage S306.
Furthermore, during the low fire period, it is best to ramp the analog control voltage signal V.sub.CON at a fixed rate in the appropriate up or down direction based on the calculated error E.sub.Y in an attempt to reach the boiler output set-point temperature BY.sub.SP during the low fire period in a controlled manner. Thereafter, the control voltage signal V.sub.CON is modulated in the appropriate positive or negative direction based on the calculated error E.sub.Y in accordance with stage S308 of flowchart 300.
Specifically, stage S308 encompasses a modulation of an output of a device (e.g., boiler, chiller, pump, damper, etc.) based on the calculated device output error in accordance with a modulation scheme chosen for an applicable system (e.g., heating, cooling, pumping, current output and mechanical energy). For example, in the context of a hybrid heating system including one or more condensing boilers and one or more non-condensing boilers, a modulation of an output of an enabled boiler based on a calculated device output error of that enabled boiler may be in accordance with the PID modulation scheme previously described herein. In another exemplary embodiment, the chosen modulation scheme is a rate-of-change modulation scheme as represented by the flowchart 400 shown in FIG. 9.
Referring to FIG. 9, a stage S402 of flowchart 400 encompasses a calculation of a modulation control variable. For example, in the context of a hybrid heating system including one or more condensing boilers and one or more non-condensing boilers, the following equations [11]-[17] can be utilized for purposes of calculating the modulation control variable: IF E.sub.Y.uparw. and E.sub.Y>+DB, THEN CV.sub.Y=CV.sub.Y+2 [11] IF E.sub.Y.uparw. and E.sub.Y<-DB, THEN CV.sub.Y=CV.sub.Y-2 [12] IF E.sub.Y.dwnarw. and E.sub.Y>+DB, THEN CV.sub.Y=CV.sub.Y+1 [13] IF E.sub.Y.dwnarw. and E.sub.Y<-DB, THEN CV.sub.Y=CV.sub.Y-1 [14] IF E.sub.Y<DB and E.sub.Y>-DB, THEN CV.sub.Y=CV.sub.Y+0 [15] CV.sub.LL=(ADCF)*V.sub.MIN [16] CV.sub.HL=(ADCF)*V.sub.MAX [17] where (1) CV.sub.Y is the modulation control variable for a particular boiler Y that varies between a low limit CV.sub.LL and a high limit CV.sub.HL (initially equal to low limit CV.sub.LL upon the enablement of the boiler),
(2) E.sub.Y is the calculated error for a particular boiler Y, and
(3) ADCF is an analog-to-digital conversion factor corresponding to a number of bit states of a digital analog voltage signal AN.sub.Y divided by the maximum voltage V.sub.MAX for the analog control voltage signal V.sub.CON.
Again, those having ordinary skill in the art will appreciate that the purpose of utilizing the deadband DB to control the calculation for the modulation control variable CV.sub.Y is to limit the dynamic variable nature of the calculated error E.sub.Y, which is a function of the dynamic variable nature of calculated load assignment BY.sub.IL. For a hybrid heating system, the output percentage factor OPF is preferably 1 for stage S402.
Furthermore, the following equation [18] can be utilized to prevent an oversaturation of the modulation control variable CV.sub.Y: IF E.sub.Y<DB, THEN CV.sub.Y=AN.sub.Y [18] where AN.sub.Y is the digital conversion of the analog control voltage signal V.sub.CON that will be further explained subsequently herein. Preferably, the output percentage factor OPF for deadband DB is 50 for the oversaturation protection of the modulation control variable CV.sub.Y.
A stage S404 of flowchart 400 encompasses a calculation of a control signal for each enable device (e.g., boiler, chiller, pump, damper, etc.) of the applicable system (e.g., heating, cooling, pumping, current output, and mechanical energy) as a function of the previously calculated modulation control variable CV.sub.Y. For example, in the context of a hybrid heating system including one or more condensing boilers and one or more non-condensing boilers, the following equations [19]-[21] can be utilized for purposes of calculating an unbiased digital control voltage signal AN.sub.Y of Z bits (e.g., 12 bits): IF CV.sub.Y>AN.sub.Y, THEN AN.sub.Y=AN.sub.Y+1 [19] IF CV.sub.Y<AN.sub.Y, THEN AN.sub.Y=AN.sub.Y-1 [20] IF CV.sub.Y=AN.sub.Y, THEN AN.sub.Y=AN.sub.Y-0 [21]
The following equations [22]-[27] can be utilized for purposes of calculating a biased ramp down of digital control voltage signal AN.sub.Y of Z bits (e.g., 12 bits): R.sub.PG1=(V.sub.G*10*B.sub.E)/(OY.sub.MAX/1000)/10 [22] R.sub.PG2=2R.sub.PG1 [23] IF CV.sub.Y>AN.sub.Y, THEN AN.sub.Y=AN.sub.Y+1 [24] IF CV.sub.Y<AN.sub.Y AND E.sub.Y<-DB, THEN AN.sub.Y=AN.sub.Y-R.sub.PG1 [25] IF CV.sub.Y<AN.sub.Y AND E.sub.Y>-DB, THEN AN.sub.Y=AN.sub.Y-R.sub.PG2 [26] IF CV.sub.Y=AN.sub.Y, THEN AN.sub.Y=AN.sub.Y-0 [27] where (1) R.sub.PG1 is the base-biased ramp-down variable for a particular boiler Y,
(2) V.sub.G is the water volume of a particular boiler Y in gallons,
(3) B.sub.E is a maximum rated efficiency of a particular boiler Y,
(4) OY.sub.MAX is the maximum output (BTU/H) for a particular boiler Y, and
(5) R.sub.PG2 is the amplified-biased ramp-down variable for a particular boiler Y.
Preferably, the output percentage factor OPF for deadband DB is 5 for the biased ramp-down of digital control voltage signal AN.sub.Y.
To modulate the rate-of-change of the unbiased or biased ramp-down of digital control voltage signal AN.sub.Y, the following equation [28] can be utilized to control a timer gate that counts up to allow a calculation of digital control voltage signal AN.sub.Y and is thereafter reset to begin a new count up sequence for the next calculation of digital control voltage signal AN.sub.Y: IF E.sub.Y<+DB and E.sub.Y>-DB, THEN TGPV.sub.Y=PA*TGF [28] where (1) TPGV.sub.Y is a timer gate preset value,
The inverse correlation of the timer gate factor TGF and the output percentage factor OPF is a function of the timing specification of the timer gate and one or more designed output percentage factors OPF for deadband DB. For example, the following table illustrates an inverse correlation designed output percentage factors to a timer gate factor TGF in terms of the number times per second the timer gate should allow for a calculation of the digital control voltage signal AN.sub.Y:
TABLE-US-00001 OUTPUT PERCENTAGE FACTOR OPF TIMER GATE FACTOR TGF 1 8 (10 times/8 seconds) 2 7 (10 times/7 seconds) 5 6 (10 times/6 seconds) 10 5 (10 times/5 seconds) 20 4 (10 times/4 seconds) 30 3 (10 times/3 seconds) 40 2 (10 times/2 seconds) 50 1 (10 times/1 seconds)
A benefit of equation [28] is as the calculated error E.sub.Y of stage S306 decreases, the rate of change of the modulation of the digital control voltage signal AN.sub.Y is decelerated in view of a corresponding increase in the timer gate preset value TPGV.sub.Y. Conversely, as the calculated error E.sub.Y of stage S306 increases, the rate of change of the modulation of the digital control voltage signal AN.sub.Y is accelerated in view of a corresponding decrease in the timer gate preset value TPGV.sub.Y.
Referring to FIGS. 8 and 9, those having ordinary skill in the art will appreciate the benefits of the process modulation algorithm and various modulation schemes of the present disclosure. Those having ordinary skill in the art of the present disclosure will further appreciate how to apply equations [1]-[28] to various systems, in particular how to design the various variables of equations [1]-[28] in view of the particular type of devices to be controlled in accordance with the present disclosure. For example, FIG. 10 illustrates a system controller 500 for implementing flowcharts 300 (FIG. 8) and 400 (FIG. 9) via a wireline or wireless network with a number X of devices 600 of any type (e.g., boilers, chillers, pumps, dampers, etc.). By further example, FIG. 11 illustrates a system administrator 501 for executing stages S302 and S304 of flowchart 300 (FIG. 8) via a wireline or wireless network to device controllers 502 for executing stages S306 and S308 of flowchart 300 as well as flowchart 400 (FIG. 9) on behalf of devices 600 (e.g., boilers, chillers, pumps, dampers, etc.). Alternatively, administrator 501 can partially or entirely execute stage S306.
FIG. 12 illustrates a condensing plant 710 employing one or more condensing boilers, a non-condensing plant 711 employing one or more non-condensing boilers and a hot water loop 712 employing a piping system coupled to inlets and outlets of condensing plant 710 and non-condensing plant 711. Water flow through hot water loop 712 is designed to pass by or through condensing plant 710 prior to non-condensing plant 711 as shown in FIG. 12. Also shown are a condensing water flow meter WF1, a condensing return temperature sensor RT1, a non-condensing water flow meter WF2, a non-condensing return temperature sensor RT2, and a system supply temperature system ST1.
In practice for multiple condensing boiler embodiments, condensing plant 710 may have the condensing boilers in any serial, parallel or combination arrangement relative to hot water loop 712. Similarly, in practice for multiple non-condensing boiler embodiments, non-condensing plant 711 may have the non-condensing boilers in any serial, parallel or combination arrangement relative to hot water loop 712.
Referring to FIG. 13, flowchart 720 is representative of a hybrid energy load calculation of the present disclosure.
Specifically, a stage S721 of flowchart 720 encompasses an energy load calculation that is dependent upon one or more operational conditions (e.g., temperature, pressure, power consumption, motion, etc.) of condensing plant 710. Generally, the following equation [29] serves as a basis for purposes of calculating an energy load for condensing plant 710: L.sub.C=f(T.sub.RT1, T.sub.RT2, GPM.sub.WF1) [29] where L.sub.C is a calculated energy load (BTU/H) for condensing plant 710,
T.sub.RT1 is the return temperature (.degree. F.) sensed by condensing return temperature sensor RT1,
T.sub.RT2 is the return temperature (.degree. F.) sensed by non-condensing return temperature sensor RT2, and
GPM.sub.WF1 is the number of gallons per minute flowing through hot water loop 7712 past water flow meter WF1.
In one embodiment of stage S721 dependent upon a set-point temperature of condensing plant 710, the following equation [30] may be utilized for purposes of calculating an energy load for condensing plant 710: L.sub.C=((T.sub.SPC-T.sub.RT1)+(T.sub.SPC-T.sub.RT2))*(GPM.sub.WF1*WLG*MP- H.sub.C) [30] where T.sub.SPC is the condensing set-point temperature (.degree. F.) of condensing plant 710,
WLG is the pounds of water per gallon within hot water loop 712, and
MPH.sub.C is the minutes per hour condensing plant 710 is expected to be operational for an hour time period.
In one embodiment of stage S721 for condensing set-point temperature T.sub.SPC, a condensing reset temperature slope is derived from a graph of a water temperature range and output air temperature range for condensing plant 710. For this slope, one endpoint is plotted as the maximum water temperature/minimum outdoor air temperature and the other endpoint is plotted as the minimum water temperature/maximum outdoor air temperature, whereby condensing set-point temperature T.sub.SPC is the water temperature on the slope corresponding to a sensed outdoor air temperature.
Upon completion of stage S721 of flowchart 720, device load assignment(s), device output error calculation(s) and device output modulation control may be implemented for condensing plant 710.
Still referring to FIG. 13, stage S722 of flowchart 720 encompasses an energy load calculation that is dependent upon one or more operational conditions (e.g., temperature, pressure, power consumption, motion, etc.) of non-condensing plant 711. Generally, the following equation [31] or equation [32] may serve as a basis for purposes of calculating an energy load for non-condensing plant 711: L.sub.NC1=f(T.sub.RT2, T.sub.ST1, GPM.sub.WF1) [31] L.sub.NC2=f(T.sub.RT2, T.sub.ST1, GPM.sub.WF2) [32] where L.sub.NC is a calculated load (BTU/H) for non-condensing plant 711,
T.sub.RT2 is the return temperature (.degree. F.) sensed by non-condensing return temperature sensor RT2,
R.sub.ST1 is the supply temperature (.degree. F.) sensed by system supply temperature sensor ST1,
GPM.sub.WF1 is the number of gallons per minute flowing through hot water loop 712 past water flow meter WF1, and
GPM.sub.WF2 is the number of gallons per minute flowing through hot water loop 712 past water flow meter WF2.
In one embodiment of stage S722 dependent upon a set-point temperature of non-condensing plant 711, the following equation [33] or equation [34] may be utilized for purposes of calculating an energy load for non-condensing plant 711: L.sub.NC1=((T.sub.SPN-T.sub.RT2)+(T.sub.SPN-T.sub.ST1))*(GPM.sub.WF1*WLG*- MPH.sub.NC) [33] L.sub.NC2=((T.sub.SPN-T.sub.RT2)+(T.sub.SPN-T.sub.ST1))*(GPM.sub.WF2*WLG*- MPH.sub.NC) [34] wherein T.sub.SPN is the set-point temperature (.degree. F.) of non-condensing plant 711,
MPH.sub.NC is the minutes per hour non-condensing plant 711 is expected to be operational for an hour time period.
Alternatively, equations [33] and [34] may be modified as follows to address a return temperature less than a condensing temperature limit CLT: L.sub.NC1=((T.sub.SPN-T.sub.RT2)+(T.sub.SPN-T.sub.ST1)+(CLT-T.sub.RT- 2))*(GPM.sub.WF1*WLG*MPH.sub.NC) [35] L.sub.NC2=((T.sub.SPN-T.sub.RT2)+(T.sub.SPN-T.sub.ST1)+(CLT-T.sub.RT2))*(- GPM.sub.WF2*WLG*MPH.sub.NC) [36]
In one embodiment of stage S722 for set-point temperature T.sub.SPN, a non-condensing reset temperature slope is derived from a graph of a water temperature range and output air temperature range for non-condensing plant 711. For this slope, one endpoint is plotted as the maximum water temperature/minimum outdoor air temperature and the other endpoint is plotted as the minimum water temperature/maximum outdoor air temperature whereby set-point temperature T.sub.SPN is the water temperature on the slope corresponding to a sensed outdoor air temperature.
Upon completion of stage S722 of flowchart 720, device load assignment(s), device output error calculation(s), and device output modulation control may be implemented for non-condensing plant 711.
FIGS. 14A and 14B illustrate an energy exchange system employing a boiler plant 730 including one or more boilers of any type, a chiller plant 731 including one or more chillers of any type, a primary hot water loop W1 employing a piping system coupled to inlets and outlets of boiler plant 730, a primary chilled water loop W2 employing a piping system coupled to inlets and outlets of chiller plant 731 and an energy exchanger 732 for transferring thermal energy between primary hot water loop W1 and primary chilled water loop W2.
In operation for a heating mode 740 as shown in FIG. 15A, boiler(s) of boiler plant 730 are operational with pumps of boiler plant 730 (not shown) facilitating a flow of heated water through primary hot water loop W1. Concurrently, chiller(s) of chiller plant 731 are inoperative and valved off from primary chilled water loop W2 while pumps (not shown) of chiller plant 731 (not shown) facilitate a flow of water through primary chilled water loop W2. In this scheme, energy exchanger 732 transfers thermal energy from primary hot water loop W1 to primary chilled water loop W2, which now serves as a secondary hot water loop W2.
An energy load calculation for heating mode 740 is dependent upon one or more operational conditions (e.g., temperature, pressure, power consumption, motion, etc.) of boiler plant 730 and chiller plant 731. Generally, the following equation [35] or equation [36] may serve as a basis for purposes of calculating an energy load for boiler plant 730: L.sub.BP1=f(T.sub.RT3, T.sub.ST3, GPM.sub.WF3) [35] L.sub.BP2=f(T.sub.RT3, T.sub.ST3, GPM.sub.WF3, T.sub.RT4, T.sub.ST4, GPM.sub.WF4) [36] where L.sub.BP is a calculated energy load (BTU/H) for boiler plant 730,
T.sub.RT3 is the return temperature (.degree. F.) sensed by return temperature sensor RT3,
T.sub.ST3 is the supply temperature (.degree. F.) sensed by system supply temperature sensor ST3,
GPM.sub.WF3 is the number of gallons per minute flowing through primary hot water loop W1 past water flow meter WF3,
T.sub.RT4 is the return temperature (.degree. F.) sensed by return temperature sensor RT4,
T.sub.ST4 is the supply temperature (.degree. F.) sensed by system supply temperature sensor ST4, and
GPM.sub.WF4 is the number of gallons per minute flowing through secondary hot water loop W2 past water flow meter WF4.
In one embodiment of heating mode 740 dependent upon a set-point temperature of boiler plant 730, the following equations [37] and/or [38] may be utilized for purposes of calculating an energy load for boiler plant 730: L.sub.BP1=((T.sub.SPB-T.sub.RT3)+(T.sub.SP3-T.sub.ST3))*(GPM.sub.WF3*WLG.- sub.BP*MPH.sub.BP) [37] L.sub.BP2=((T.sub.SPB-T.sub.RT4)+(T.sub.SP4-T.sub.ST4))*(GPM.sub.WF4*WLG.- sub.CP*MPH.sub.CP) [38] wherein T.sub.SPB is the set-point temperature (.degree. F.) of boiler plant 730,
WLG.sub.BP is the pounds of water per gallon within boiler plant 730,
WLG.sub.CP is the pounds of water per gallon within chiller plant 731,
MPH.sub.BP is the minutes per hour boiler plant 730 is expected to be operational for an hour time period, and
MPH.sub.CP is the minutes per hour the pumps of chiller plant 731 is expected to be operational for an hour time period.
In practice, equation [37] will always be utilized for purposes of calculating the energy load for boiler plant 730, while equation [38] may or may not be utilized for purposes of calculating the energy load for boiler plant 730. For example, equation [37] may be utilized exclusively, equations [37] and [38] may be added equally or weighted in favor of equation [37], or equations [37] and [38] may be averaged equally or weighted in favor of equation [37].
In one embodiment using set-point temperature T.sub.SPB, a reset temperature slope is derived from a graph of a water temperature range and output air temperature range for boiler plant 730. For this slope, one endpoint is plotted as the maximum water temperature/minimum outdoor air temperature and the other endpoint is plotted as the minimum water temperature/maximum outdoor air temperature whereby condensing set-point temperature T.sub.SPB is the water temperature on the slope corresponding to a sensed outdoor air temperature.
In operation for a chilling mode 741 as shown in FIG. 15B, chillers of chiller plant 731 are operational with pumps of chiller plant 731 (not shown) facilitating a flow of chilled water through primary chilled water loop W2. Concurrently, boiler(s) of boiler plant 730 are inoperative and valved off from primary hot water loop W1, while pumps of boiler plant 730 (not shown) facilitate a flow of water through primary hot water loop W1. In this scheme, energy exchanger 732 transfer thermal energy to primary chilled water loop W2 from primary hot water loop W1, which now serves as a secondary chilled water loop W1.
An energy load calculation for chilling mode 741 is dependent upon one or more operational conditions (e.g., temperature, pressure, power consumption, motion, etc.) of boiler plant 730 and chiller plant 731. Generally, the following equation [39] or equation [40] may serve as a basis for purposes of calculating an energy load for chiller plant 731: L.sub.CP1=f(T.sub.RT5, T.sub.ST5, GPM.sub.WF5) [39] L.sub.CP2=f(T.sub.RT5, T.sub.ST5, GPM.sub.WF5, T.sub.RT6, T.sub.ST6, GPM.sub.WF6) [40] where L.sub.CP is a calculated energy load (BTU/H) for chiller plant 731,
T.sub.RT5 is the return temperature (.degree. F.) sensed by return temperature sensor RT5,
T.sub.ST5 is the supply temperature (.degree. F.) sensed by system supply temperature sensor ST5,
GPM.sub.WF5 is the number of gallons per minute flowing through primary chilled water loop W2 past water flow meter WF5,
T.sub.RT6 is the return temperature (.degree. F.) sensed by return temperature sensor RT6,
T.sub.ST6 is the supply temperature (.degree. F.) sensed by system supply temperature sensor ST6, and
GPM.sub.WF6 is the number of gallons per minute flowing through secondary chilled water loop W1 past water flow meter WF6.
In one embodiment of chilling mode 741 dependent upon a set-point temperature of chiller plant 731, the following equations [41] and/or [42] may be utilized for purposes of calculating an energy load for chiller plant 731: L.sub.CP1=((T.sub.SPC-T.sub.RT5)+(T.sub.SP3-T.sub.ST5))*(GPM.sub.WF5*WLG.- sub.CP*MPH.sub.CP)*(-1) [41] L.sub.CP2=((T.sub.SPC-T.sub.RT6)+(T.sub.SP4-T.sub.ST6))*(GPM.sub.WF6*WLG.- sub.BP*MPH.sub.BP)*(-1) [42] wherein T.sub.SPC is the set-point temperature (.degree. F.) of chiller plant 731,
WLG.sub.BP is the pounds of water per gallon within boiler plant 730
MPH.sub.CP is the minutes per hour chiller plant 731 is expected to be operational for an hour time period, and
MPH.sub.BP is the minutes per hour the pumps of boiler plant 730 is expected to be operational for an hour time period.
In practice, equation [41] will always be utilized for purposes of calculating the energy load for chiller plant 731 while equation [42] may or may not be utilized for purposes of calculating the energy load for chiller plant 731. For example, equation [41] may be utilized exclusively, equations [41] and [42] may be added equally or weighted in favor of equation [41], or equations [41] and [42] may be averaged equally or weighted in favor of equation [41].
In one embodiment of set-point temperature T.sub.SPC, a reset temperature slope is derived from a graph of a water temperature range and output air temperature range for chiller plant 731. For this slope, one endpoint is plotted as the maximum water temperature/minimum outdoor air temperature and the other endpoint is plotted as the minimum water temperature/maximum outdoor air temperature whereby condensing set-point temperature T.sub.SPC is the water temperature on the slope corresponding to a sensed outdoor air temperature.
FIG. 16 illustrates a boiler 750 having an inlet and an outlet connected to a piping system. Also shown are a gas meter GM1, an inlet temperature sensor IT, an outlet temperature sensor OT, and a water flow meter WF7. A real-time gas efficiency GF of boiler 750 is calculated in accordance with the following equation [43]. GF.sub.50=(GPM.sub.WF7*(T.sub.OT-T.sub.IT))/GAS.sub.GM1 [43] where GF.sub.50 is a calculated gas efficiency for boiler 750,
T.sub.IT is the inlet temperature (.degree. F.) sensed by inlet temperature sensor IT,
T.sub.OT is the outlet temperature (.degree. F.) sensed by outlet temperature sensor OT,
GPM.sub.WF7 is the number of gallons per minute flowing through boiler 750 past water flow meter WF7, and
GAS.sub.GM1 is the amount of gas flowing into boiler 750 past gas meter GM1.
This will enable a tracking of long term performance of boiler 750 over the course of a time period T.sub.0 to T.sub.1.
FIG. 17 illustrates a series boiler arrangement of boilers 760-763 having inlets and outlets connected to a piping system. Also shown, are a gas meter GM2, a return temperature sensor RT8, an supply temperature sensor ST8 and a water flow meter WF8. A real-time gas efficiency GF of boilers 760-763 is calculated in accordance with the following equation [48]. GF.sub.760-763=(GPM.sub.WF8*(T.sub.ST8-T.sub.RT8))/GAS.sub.GM2 [48] where GF.sub.760-763 is a calculated gas efficiency collectively of boilers 760-763,
T.sub.RT8 is the return temperature (.degree. F.) sensed by return temperature sensor RT8,
T.sub.ST8 is the supply temperature (.degree. F.) sensed by system supply temperature sensor ST8,
GPM.sub.WF8 is the number of gallons per minute flowing through boilers 760-763 past water flow meter WF8, and
GAS.sub.GM1 is the amount of gas flowing into boilers 760-763 past gas meter GM2.
This will enable a tracking of long term performance of boilers 760-763 over the course of a time period.
In practice, more or fewer boilers may be employed, and any serial, parallel or combination of boilers may be employed.
FIG. 18 illustrates a boiler plant 770 employing one or more boilers of any type(s), a hot water loop 771 and a pumping system 772 of one or more pumps of any type(s). Also shown is a water flow meter WF9, a return temperature sensor RT9 and a supply temperature sensor ST9. In practice for multiple-boiler embodiments, boiler plant 770 may have the boilers in any serial, parallel, or combination arrangement relative to hot water loop 771. Similarly, for multiple-pump embodiments, pumping system 772 may have the pumps in any serial, parallel, or combination arrangement relative to hot water loop 771.
FIG. 19 illustrates a flowchart 780 representative of a .DELTA.T pumping method of the present disclosure. Specifically, a stage S781 of flowchart 780 encompasses a determination as to whether pumping system 772 is operating between minimum pressure limit P.sub.MIN and maximum pressure limit P.sub.MAX. If pumping system 772 is operating between minimum pressure limit P.sub.MIN and maximum pressure limit P.sub.MAX, then a stage S782 of flowchart chart 80 encompasses a modulation of pumping system 772 in conformance with a .DELTA.T setpoint for pumping system 772, whereby the .DELTA.T setpoint represents a differential between supply temperature T.sub.ST9 as sensed by supply temperature sensor ST9 and a return temperature T.sub.RT9 as sensed by return temperature sensor RT9.
In one embodiment of .DELTA.T setpoint, a reset temperature slope is derived from a graph of a range of water temperature differentials and output air temperature range for pumping system 772. For this slope, one endpoint is plotted as the maximum water temperature differential/minimum outdoor air temperature and the other endpoint is plotted as the minimum water temperature differential/maximum outdoor air temperature, whereby the .DELTA.T setpoint is the water temperature differential on the slope corresponding to a sensed outdoor air temperature.
Referring back to stage S781, if pumping system 772 is not operating between minimum pressure limit P.sub.MIN and maximum pressure limit P.sub.MAX, then a stage S783 of flowchart 780 encompasses a reset of pumping system 772 within minimum pressure limit P.sub.MIN and maximum pressure limit P.sub.MAX.
A pumping system of a chiller plant may also be operated in accordance with flowchart 780.
Two (2) additional features of the present disclosure include a data logger factorization and a low fire/outdoor air modulation.
The data logger factorization is premised on a logging of the energy load and/or other operating points of a boiler plant and/or a chiller plant. Specifically, the data logger may be used as a limiting factor, a floor factor, a ceiling factor, or as any other known factoring variable. For example, historical load on a data logger may be utilized to increase or decrease an initial period of low-fire output for boilers. In this case, the period may be decreased for a historically higher load experienced by the boilers for a particular use or time of day. Alternatively, the period may be increased for a historically lower load experienced by the boilers for a particular use or time of day.
The low fire/outdoor air modulation involves increasing or decreasing an initial period of low-fire output for boilers in dependence on the temperature of the outdoor air. For example, the initial period of low-fire output is increased for an increase in outdoor air temperature and decreased for a decrease in outdoor air temperature.
Again, those having ordinary skill in the art will appreciate the benefits of the process modulation algorithm and various modulation schemes of the present disclosure. Those having ordinary skill in the art of the present disclosure will further appreciate how to apply the equations [29]-[48] to various systems, in particular how to design the various variables of the equations [29]-[48] in view of the particular type of devices to be controlled in accordance with the present disclosure. For example, a system controller may implement the processes/schemes herein via a wired or wireless network with a number X of devices of any type (e.g., boilers, chillers, pumps, dampers, etc.). By further example, a system administrator may execute various stages of processes/schemes herein via a wired or wireless network to device controllers for further stages of processes/schemes herein on behalf of devices (e.g., boilers, chillers, pumps, dampers, etc.).
While the disclosure has been illustrated and described in detail in the drawings and foregoing description, the same is to be considered as illustrative and not restrictive in character, it being understood that only the preferred embodiments have been shown and described and that all changes, modifications and equivalents that come within the spirit of the present disclosure provided herein are desired to be protected. The articles "a", "an", "said" and "the" are not limited to a singular element, and may include one or more such elements.
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