Patent Description:
The detailed description is provided with reference to the accompanying figures. It should be noted that the description and the figures are merely examples of the present subject matter and are not meant to represent the subject matter itself.

Throughout the drawings, identical reference numbers designate similar elements, but may not designate identical elements. The figures are not necessarily to scale, and the size of certain parts may be exaggerated to more clearly illustrate the example shown.

Accurate estimation of orientation of a body, such as a mechanical system, is relevant for control systems for use in the mechanical systems, such as automobiles, robotic devices, and other machines. For example, to develop driver assistance systems in vehicle stability control for automobiles, or to control motion of robotic joints, measurement of orientation angle with respect to a frame of reference has to be ascertained. Various conventional techniques are known for determining orientation of such systems.

In one of the techniques, encoders are used to measure the joint angle of robotic devices. However, such measuring techniques are effective for robots that are fully actuated and are fixed to not be translated from its position, for example robot arms used in assembly lines. For mobile or under-actuated robots, orientation of the robot with respect to a frame, such as a ground frame, is necessary. However, encoders are not effective in measuring joint angles of mobile robots. Further, a tilt sensor for determining the tilt of a device is disclosed in <CIT>. The tilt sensor comprises a magnet and a pendulum, and it is structured to detect changes in magnetic field directions caused due to changes in the position of the pendulum by using a Hall element. Furthermore, the use of Kalman filters in a MEMS based IMU for tilting measurement is disclosed in <NPL>".

In other techniques, variety of sensors are deployed to measure various orientation parameters. For instance, gyroscopic sensors for measuring rotation of the body, accelerometers for measuring a component of acceleration due to gravity along different axes, or, for such purposes, an inertial measurement unit (IMU) sensor is used. A six axis IMU consists of a <NUM>-axis gyroscopic sensor and a <NUM>-axis accelerometer. The IMU sensor is used to measure roll, yaw and pitch angles of the body by combining gyroscopic measurements and accelerometer measurements. The <NUM>-axis gyroscopic sensor measures rate of rotation along each of the three principal axes that include x, y and z axes that are perpendicular to each other. Angles of rotation of the body, indicating the value of tilt, along the three axes may then be determined by integrating the rates of rotation with respect to time. In order to obtain absolute values of rotational angles, the initial conditions of the body must be known. However, in a scenario where a vehicle travels along a curved pathway, the initial condition of the vehicle cannot be easily determined. Further, an incorrect determination of the initial condition of the vehicle may adversely affect the rates of rotation being ascertained. Since the rates of rotation are being integrated, even a small bias error may result
in a large deviation from the absolute value.

In addition, the <NUM>-axis accelerometer of the IMU sensor may also measure the rotational angle by obtaining the acceleration due to gravity along the three principal axes. In case of static conditions, in principle, the vector sum of acceleration measured by the accelerometer along the principal axes should be equal to <NUM>. However, in case of dynamic conditions, for example, when the accelerometer is mounted to an accelerating or rotating body, the vector sum along the principal axes of accelerometer changes. As a result, the rotational angle measured by the accelerometer is not the equal to the absolute value. In other words, in dynamic conditions, the tilt measured using the IMU sensor may not be accurate.

At the same time, the IMU sensor may also be used to measure the orientation angle of the body by combining the gyroscopic measurement and accelerometer measurement. Different techniques are employed with which the gyroscopic sensor and accelerometer values are used together to eliminate the shortcomings of the individual sensors. For instance, a complementary filter may use angular rate values, ascertained by the gyroscopic sensor, to obtain the short-term dynamic response. Further, the angular measurement, ascertained by the accelerometers, may be used to correct drift error occurring over time. However, in mechanical systems which have a high level of vibrations, for example, automobiles, the accelerometer data may include a high level of noise, which may result in an inaccurate estimate of the orientation of the body.

Another conventional technique for estimating orientation of systems, particularly for vehicles, involves using multiple inputs from a number of sensors. For example, the orientation mechanism or system, such as cruise control system or cornering control system, may receive inputs from roll, pitch, and yaw sensors, the lateral and longitudinal accelerometers, as well as from sensors mounted on suspension of the vehicle. However, such systems are expensive due to the large number of sensors used. Further, such large quantities of sensorial data require that the computational capability of the system onboard the vehicle is high to be able to process the data.

Few other conventional techniques involve using a camera to record a sequence of images of the vehicle's surroundings. One or more characteristics of the vehicle surroundings, such as lane markings, are extracted and tracked over a period of time. Any change in position of the characteristics in the sequence of images is used to determine the direction in which the camera is turned. The angle of tilt of the vehicle can be estimated based on the movement of the camera using different image processing algorithms. However, this technique is not suitable in situations where the camera cannot work efficiently, for example, in absence of light. Further, it may not be possible to continuously track a certain characteristic of vehicle's surroundings, for example, in case where the characteristics are not present in vehicle's surroundings for a considerable amount of time. In addition, techniques involving image processing usually require high computational resources and are expensive.

The present subject matter discloses techniques to estimate angle of tilt of a mechanical system. The mechanical system can include, for example, an automobile or a robotic system. According to an aspect, the technique for estimating angle of tilt of the mechanical system, as envisaged by the present subject matter, requires few number of sensors and works effectively even in environments which are affected
by vibration. For example, the present subject matter can be employed to identify the orientation of robots, vehicles, or drones. In addition, the technique involves the consumption of considerably low computational resources to measure the orientation of the body and is, therefore, efficient as well as.

According to the present invention, a tilt measurement system for estimating angle of tilt of a component and a method for measuring tilt angle of a component are provided as set forth in independent claims <NUM> and <NUM> respectively.

According to the present subject matter, an angular measurement device for measuring an angle of tilt includes a fixable base and a suspended element mounted to the fixable base. The suspended element, such as a pendulum, can undergo oscillatory movement with respect to the fixable base. The angular measurement device further includes an angular position sensor which is operably coupled to a shaft of the suspended element. When the suspended element exhibits an oscillatory movement, the angular position sensor measures an angular displacement of the shaft of the suspended element with respect to the fixable base. In one example, the angular position sensor may be a potentiometer. The potentiometer converts the angular motion of the suspended element into electrical signals which may be used by an on-board controller to determine the angle of tilt of the fixable base.

According to said aspect of the present subject matter, the angular displacement of the suspended element may be measured from a neutral position of the suspended element. Based on the angular displacement of the suspended element, the angle of tilt of the fixable base can be obtained. In one example, the neutral position of the suspended element is the equilibrium position. In other words, even in a situation where the fixable base tilts, the suspended element tries to align with the neutral position. Therefore, the initial conditions of the suspended element can be estimated continuously. Accordingly, the absolute values of the angle of tilt of the fixable base can be easily obtained at any particular time. Therefore, the present subject matter provides a continuous and precise estimation of the orientation of the fixable base.

Further, the suspended element may be provided with a pre-determined damping. The pre-determined damping nullifies undesirable oscillations which may occur due to inertia of the suspended element. In addition, the pre-determined damping helps in reducing the adverse effect of vibrations and noise. Therefore, the present subject matter provides a cost-effective and simplistic solution for estimating orientation of the fixable base which can be used in dynamic conditions without employing large number of sensors. In one example, the angular measurement device may include a damping unit to dampen the oscillatory movement of the suspended element. The damping helps, in addition to the above, in reducing the overshoot of the suspended element. As a result, the error in estimation of the angular displacement of the suspended element decreases. Further, the damping unit also passively filters some of the vibration from being transferred to the suspended element. This results in effectively reducing the noise in the measurements made by the angular measurement device.

In addition, the present subject matter envisages a tilt measurement system employing the angular measurement device, described above, along with an angular rate measurement sensor. The angular rate measurement sensor estimates the rate of change of orientation of the body, for example, the rate of change of angle of tilt of the body. Accordingly, the provision of the angular measurement device as well as the angular rate measurement sensor allows for accurate prediction of the angle of tilt in an efficient manner. Further, the present subject matter also provides a cost-effective technique for estimating the orientation of the body as only two sensors can be used to accurately predict the angle of tilt. Additionally, the computational resources required to estimate the orientation of the body are also considerably less and the tilt measurement system can be employed in devices having less space, such as small vehicles including two-wheeler vehicles and drones.

In one example, the angular rate measurement sensor may be a microelectromechanical systems (MEMS) gyroscopic sensor. The tilt measurement system also includes a control unit operably coupled to the angular position sensor and the angular rate measurement sensor. The control unit receives inputs from the angular position sensor and the angular rate measurement sensor and processes the received inputs to determine the angle of tilt of a component with respect to a reference datum, for example, ground. In addition, the present subject matter also envisages a vehicle using the tilt measurement system mounted to a vehicular frame of the vehicle. By determining the angle of tilt of the fixable base, as per the foregoing techniques, the control unit can determine the angle of tilt of the vehicle.

The present subject matter is further described with reference to the accompanying figures. Wherever possible, the same reference numerals are used in the figures and the following description to refer to the same or similar parts. It should be noted that the description and figures merely illustrate principles of the present subject matter. It is thus understood that various arrangements may be devised that, although not explicitly described or shown herein, encompass the principles of the present subject matter.

<FIG> illustrates a perspective view of an angular measurement device <NUM>, according to one aspect of the present subject matter. <FIG> illustrates an isometric view of the angular measurement device <NUM>, according to an aspect of the present subject matter. <FIG> illustrates an exploded view of the angular measurement device <NUM>, according to an aspect of the present subject matter. For the sake of brevity and ease of understanding, <FIG>, <FIG> and <FIG> have been discussed in conjunction with each other.

The angular measurement device <NUM> for measuring an angle of tilt includes a suspended element <NUM> and an angular position sensor <NUM> operably coupled to the suspended element <NUM>. The angular measurement device <NUM> further includes a fixable base <NUM> over which the suspended element <NUM> and the angular position sensor <NUM> are mounted. In one example, the suspended element <NUM> and the angular position sensor <NUM> can be mounted to the fixable base <NUM> using temporary fastening means, such as fasteners <NUM>. In another example, the suspended element <NUM> and the angular position sensor <NUM> can be mounted to the fixable using permanent fastening means, such as welding.

The suspended element <NUM> can undergo oscillatory movement with respect to the fixable base <NUM>. For instance, when the fixable base <NUM> tilts, the suspended element <NUM> can undergo oscillations. In an example, the suspended element <NUM> may be a pendulum. In another example, the suspended element <NUM> may be a buoyant pendulum. The angular position sensor <NUM> measures an angular displacement of the shaft of the suspended element <NUM> with respect to the fixable base <NUM>. The angular position sensor <NUM> is coupled with a shaft of the suspended element <NUM>. In one example, the angular position sensor <NUM> may be a potentiometer. The potentiometer converts the angular motion of the suspended element <NUM> into electrical signals which may be used by an on-board controller, such as a control unit, to determine the angle of tilt of the fixable base <NUM>. In another example, the angular position sensor <NUM> may be one of hall-effect sensor or an encoder.

According to the present aspect, the orientation of the fixable base <NUM> can be estimated without using large number of sensors. Moreover, the computational resources required to estimate the orientation is considerably less. Accordingly, the orientation estimation technique is also cost effective. Further, the orientation of a mechanical device onto which the fixable base <NUM> is mounted on can also be estimated. The mechanical device may be a robot, a drone, an automobile, etc..

According to the present subject matter, the angular displacement of the suspended element <NUM> may be measured from a neutral position of the suspended element <NUM>. Based on the angular displacement of the suspended element <NUM>, the angle of tilt of the fixable base <NUM> can be obtained. In one example, the neutral position of the suspended element <NUM> is the equilibrium position. When the suspended element <NUM> is a pendulum, the neutral position of the suspended element <NUM> will be its lowest point. The suspended element <NUM> is biased towards the neutral position. In other words, even in a situation where the fixable base <NUM> tilts, the suspended element <NUM> tries to align with the neutral position. Therefore, the initial conditions of the suspended element <NUM> can be estimated continuously. Accordingly, the absolute values of the angle of tilt of the fixable base <NUM> can be easily obtained at any particular time. Therefore, the present subject matter provides a continuous and precise estimation of the orientation of the fixable base <NUM>. In one example, the suspended element <NUM> may include two pendulums. In another example, the suspended element <NUM> may be a double pendulum.

Further, the suspended element <NUM> may be provided with a pre-determined damping. By providing pre-determined damping to the suspended element <NUM>, the undesirable oscillations which may occur due to inertia of the suspended element <NUM> can be negated. In addition, the pre-determined damping helps in reducing the adverse effect of vibrations and noise. Therefore, the present subject matter provides a cost-effective and simplistic solution for estimating orientation of the fixable base which can be used in dynamic conditions.

In an example, the angular measurement device <NUM> may include a damping unit <NUM>. The damping unit <NUM> dampens the oscillatory movement of the suspended element <NUM>. The damping unit <NUM> may be provided in form of a damping screw. The damping unit <NUM> can be inserted into an opening provided on the fixable base <NUM>. The damping unit <NUM> is positioned in a manner such that it is oriented radially outwards of the shaft of the pendulum. The damping unit <NUM> can be inserted into the hole provided on the fixable base <NUM>. The hole may include threads. The damping unit <NUM> may include a knob and a brush. The brush is in contact with the shaft of the suspended element <NUM>. By rotating knob of the damping unit <NUM>, the force applied by the damping unit <NUM> on the shaft of the suspended element <NUM> can be varied. Accordingly, the damping of the suspended element <NUM> can be varied.

The damping helps, in addition to the above, in reducing the overshoot of the suspended element <NUM>. As a result, the error in estimation of the angular displacement of the suspended element <NUM> decreases. Further, the damping unit <NUM> also passively filters some of the vibration from being transferred to the suspended element <NUM>. This results in effectively reducing the noise in the measurements made by the angular measurement device <NUM>.

In addition, the present subject matter envisages a tilt measurement system <NUM> employing the angular measurement device <NUM>, described above, along with an angular rate measurement sensor <NUM>. <FIG> illustrates a perspective view of the tilt measurement system <NUM> secured inside an outer casing <NUM>, in accordance with an example of the present subject matter. <FIG> illustrates an exploded view of the tilt measurement system <NUM>, in accordance with an example of the present subject matter. <FIG> illustrates a perspective view of the tilt measurement system <NUM> without the outer casing <NUM>, in accordance with an example of the present subject matter. <FIG> illustrates an isometric view of the tilt measurement system <NUM> without the outer casing <NUM>, in accordance with an example of the present subject matter. For the sake of brevity and ease of understanding, <FIG>, <FIG>, <FIG> and <FIG> have been discussed in conjunction with each other.

The tilt measurement system <NUM> measures an angle of tilt of a component. In one example, the component may be a part of a mechanical device having the tilt measurement system <NUM> mounted thereto. For example, the component may be a part of a vehicle, such as the chassis. The angular measurement device <NUM> may be mounted to one side of the chassis and the angular rate measurement sensor <NUM> may be mounted to another side of the chassis. In such case, there is a possibility that the measured values from the angular measurement device <NUM> and the angular rate measurement sensor <NUM> are different. Therefore, the angular measurement device <NUM> and the angular rate measurement sensor <NUM> will have to be calibrated. In another example, the component may be a part of the tilt measurement system <NUM>. For instance, the component may be a base plate <NUM> onto which the angular measurement device <NUM> and the angular rate measurement sensor204 are mounted. In such case, the angular measurement device <NUM> and the angular rate measurement sensor <NUM> measure the change in orientation of the same element. i.e. the base plate <NUM>. Therefore, there is no need to calibrate the sensors.

The tilt measurement system <NUM> includes an outer casing <NUM> mounted over a base plate <NUM>. The outer casing <NUM> restricts the entry of unwanted elements, such as moisture. The fixable base <NUM> is be mounted to the component. In one example, the fixable base 106and
component are permanently attached to each other using different joining techniques, such as welding. In another example, the fixable base <NUM> can be fixedly mounted to the component using temporary fastening means, such as fasteners <NUM>.

The angular rate measurement sensor <NUM> is mounted to the component. The angular rate measurement sensor <NUM> measures rate of change of orientation of the component. In one example, the angular rate measurement sensor <NUM> may bea microelectromechanical systems (MEMS) gyroscopic sensor. The tilt measurement system <NUM> further includes a control unit <NUM> operably coupled to the angular rate measurement sensor <NUM> and the angular position sensor <NUM>. The control unit <NUM> receives inputs from the angular position sensor <NUM> and the angular rate measurement sensor <NUM>, and then processes the received inputs to estimate the angle of tilt of the component with respect to a reference datum, for example, ground. Therefore, the angle of tilt of the component can be estimated using <NUM> sensors only. Moreover, the computational resources required to estimate the orientation is considerably less. Accordingly, the orientation estimation technique is also cost effective. Further, the orientation of a mechanical device onto which the tilt measurement system <NUM> is mounted on can also be estimated. The mechanical device may be a robot, a drone, an automobile, etc..

In one example, the control unit <NUM> can be implemented as a microcontroller, a microcomputer, and/or any other device that manipulates signals based on operational instructions. According to said embodiment, the control unit <NUM> can include a processor and a device memory. The processor can be a single processing unit or a number of units, all of which could include multiple computing units. The processor may be implemented as one or more microprocessors, microcomputers, microcontrollers, digital signal processors, central processing units, state machines, logic circuitries, and/or any devices that manipulate signals, based on operational instructions. Among other capabilities, the processor(s) is provided to fetch and execute computer-readable instructions stored in the device memory. The device memory may be coupled to the processor and can include any computer-readable medium known in the art including, for example, volatile memory, such as Static-Random Access Memory (SRAM) and Dynamic-Random Access Memory (DRAM), and/or non-volatile memory, such as Read Only Memory (ROM), erasable programmable ROM, flash memories, hard disks, optical disks, and magnetic tapes.

<FIG> illustrates a schematic block diagram of the tilt measurement system <NUM> for estimating angle of tilt of the component, in accordance with an example of the present subject matter. The angular position sensor <NUM> measures the angular displacement of the suspended element <NUM> from the neutral position with respect to the fixable base <NUM>. The angular rate measurement sensor <NUM> measures the rate of change of orientation of the component. The control unit <NUM> receives inputs from the angular position sensor <NUM> and the angular rate measurement sensor <NUM>. Based on the received inputs, the control unit <NUM> estimates the angle of tilt of the component with respect to a reference datum, for example, ground.

<FIG> illustrates a method <NUM> for estimating angle of tilt of the component, in accordance with one implementation of the present subject matter. Referring to block <NUM>, the angular position sensor <NUM> and the angular rate measurement sensor <NUM> detects that the component has tilted from its original position. The angular position sensor <NUM> measures the angular displacement of the suspended element <NUM> from the neutral position with respect to the fixable base <NUM>. The angular rate measurement sensor <NUM> measures the rate of change of orientation of the component. At block <NUM>, the control unit <NUM> receives a first set of inputs, based on the displacement of the suspended element <NUM> with respect to the fixable base <NUM>, from the angular position sensor <NUM>. At block <NUM>, the control unit <NUM> receives a second set of inputs, based on the rate of change of orientation of the component, from the angular rate measurement sensor <NUM>. Based on the received inputs, the control unit <NUM> estimates the angle of tilt of the component with respect to a reference datum, for example, ground.

However, it is possible that the data transmitted by the angular position sensor <NUM> and the angular rate measurement sensor <NUM> may be different from the actual values due to vibrations and noise. In other words, the inputs received from the angular position sensor <NUM> and the angular rate measurement sensor <NUM> may include errors. To compute the actual values, the control unit <NUM> may employ different sensor fusion algorithms to process the data received from the angular position sensor <NUM> and the angular rate measurement sensor <NUM>. For instance, the control unit <NUM> may employ Bayesian filter algorithm or Fusion filter algorithm to process the first and second set of inputs.

The control unit <NUM> conditions the received first set of inputs and the second set of inputs. At block <NUM>, the control unit <NUM> estimates the error associated with the first set of inputs using any sensor fusion algorithm. At block <NUM>, the control unit <NUM> employs the sensor fusion algorithm to estimate the error associated with the second set of inputs. At block <NUM>, the control unit <NUM> eliminates the estimated errors to obtain a fused output using the sensor fusion algorithms. At block <NUM>,
the control unit <NUM> calculates the angle of tilt of the component with respect to a reference datum based on the fused output.

<FIG> illustrates a schematic block diagram of a tilt measurement system <NUM> for estimating angle of tilt of a component, in accordance with another example of the present subject matter. In highly precise applications, the tilt measurement system <NUM> may also include an accelerometer sensor <NUM> operably coupled to the control unit <NUM>. The accelerometer sensor <NUM> measures the angle of tilt by measuring component of acceleration due to gravity along different axes. The control unit <NUM> receives a third set of inputs from the accelerometer sensor <NUM>. Further, the control unit <NUM> may estimate the angle of tilt of the component using at least one of the first, second or third set of inputs. By using a third sensor to estimate the angle of tilt, the cost and computational resources required to process the data received from the three sensor increases. However, the third sensor, i.e. the accelerometer sensor <NUM>, is only used in situations which require highly accurate estimation of the angle of tilt.

<FIG> illustrates a method <NUM> for estimating angle of tilt of the component, in accordance with another implementation of the present subject matter. In one example, the tilt measurement system <NUM> may include the accelerometer sensor <NUM>. Referring to block <NUM>, the angular position sensor <NUM>, the angular rate measurement sensor <NUM> and the accelerometer sensor (<NUM>) detects that the component has tilted from its original position. The angular position sensor <NUM> measures the angular displacement of the suspended element <NUM> from the neutral position with respect to the fixable base <NUM>. The angular rate measurement sensor <NUM> measures the rate of change of orientation of the component. The accelerometer sensor <NUM> measures the component of acceleration due to gravity along different axes.

At block <NUM>, the control unit <NUM> receives a first set of inputs, based on the displacement of the suspended element <NUM> with respect to the fixable base <NUM>, from the angular position sensor <NUM>. At block <NUM>, the control unit <NUM> receives a second set of inputs, based on the rate of change of orientation of the component, from the angular rate measurement sensor <NUM>. At block <NUM>, the control unit <NUM> receives a third set of inputs, based on the component of acceleration due to gravity along different axes, from the accelerometer sensor <NUM>. Based on the received inputs, the control unit <NUM> estimates the angle of tilt of the component with respect to a reference datum, for example, ground.

However, it is possible that the data transmitted by the angular position sensor <NUM>, the angular rate measurement sensor <NUM> and the accelerometer sensor <NUM> may include errors due to vibrations and noise. The control unit <NUM> may employ different sensor fusion algorithms, such as Bayesian filter algorithm or Fusion filter algorithm, to process the first, second, and third set of inputs to process the data received from the sensors. The control unit <NUM> processes and conditions the first, set and third set of inputs using the sensor fusion algorithm.

At block <NUM>, the control unit <NUM>, by employing the sensor fusion algorithm, estimates the error associated with the first set of inputs. At block <NUM>, the control unit <NUM>, by employing the sensor fusion algorithm, estimates the error associated with the second set of inputs. At block <NUM>, the control unit <NUM>, by employing the sensor fusion algorithm, estimates the error associated with the third set of inputs. At block <NUM>,
the control unit <NUM> obtains a fused output by eliminating the errors associated with the first, second and third set of inputs. At block <NUM>, based on the fused output, the control unit <NUM> estimates the angle of tilt of the component with respect to a reference datum, for example, ground.

The methods <NUM>, <NUM> may be described in the general context of computer executable instructions. Generally, computer executable instructions can include routines, programs, objects, components, data structures, procedures, engines, functions, etc., that perform particular functions or employ particular abstract data types. The methods <NUM>, <NUM> may also be practiced in a distributed computing environment where functions are performed by remote processing devices that are linked through a communications network. In a distributed computing environment, computer executable instructions may be located in both local and remote computer storage media, including memory storage devices.

The order in which the methods <NUM>, <NUM> are described is not intended to be construed as a limitation, and number of the described method blocks can be combined in any order or can be performed in parallel to employ the methods <NUM>, <NUM> or an alternative method. Additionally, individual blocks may be deleted from the methods <NUM>, <NUM> without departing from the spirit and scope of the subject matter described herein. Furthermore, the methods <NUM>, <NUM> can be employed in any suitable hardware, software, firmware, or combination thereof. The methods <NUM>, <NUM> are explained with reference to the tilt measurement system <NUM>, however, the methods <NUM>, <NUM> can be employed in other systems as well falling within the single inventive concept.

<FIG> illustrates a perspective view of a vehicle <NUM> having the tilt measurement system <NUM> mounted thereto, in accordance with an example of the present subject matter, whereas <FIG> illustrates an isometric view of the vehicle <NUM>. For the sake of brevity and ease of understanding, <FIG> and <FIG> have been discussed in conjunction with each other.

The vehicle <NUM> includes a vehicular frame <NUM>, a pivot tube <NUM>, a front suspension <NUM>, a front wheel <NUM>, a handle bar <NUM>, a rear suspension <NUM> and a rear wheel <NUM>. By determining the angle of tilt of the component, as per the foregoing techniques, the control unit 206can determine the angle of tilt of the vehicle <NUM>. In one example, the tilt measurement system <NUM> is located at a distance of <NUM> millimeter (mm) to <NUM> from the ground surface. The axis of suspended element's shaft is aligned with the axis of the vehicle <NUM> along which the tilt needs to be measured. According to an example, the suspended element <NUM> may have a mass between <NUM> to <NUM> grams and a length of <NUM> to <NUM>. The tilt measurement system <NUM> may be mounted to the top most position on the device, such as the vehicle <NUM>.

<FIG> illustrates a graph representing the errors associated in determining the angle of tilt of the component. As described above, the inputs received from the angular position sensor <NUM> and the angular rate measurement sensor <NUM> may include errors due to vibrations and noise. Line <NUM> represents angle of tilt of the component estimated based on the inputs received from the angular position sensor <NUM>. Line <NUM> represents angle of tilt of the component estimated based on the inputs received from the angular rate measurement sensor <NUM>. As described above, the control unit <NUM> may employ a sensor fusion algorithm to estimate the errors associated with the inputs received from the sensors. Further, the control unit <NUM> obtains a fused output after eliminating the errors associated with the received inputs. The control unit <NUM> estimates the angle of tilt of the component based on the obtained fused output.

<FIG> illustrates a graph representing varies values of the angle of tilt of the component with the tilt measurement system <NUM> mounted to the vehicle <NUM> at varied heights from the ground. In one example, the tilt measurement system <NUM> includes a suspended element <NUM> having a mass of <NUM> grams. Line <NUM> represents actual value of the angle of tilt of the component. Line <NUM> represents the angle of tilt of the component when the tilt measurement system <NUM> is mounted at a height of <NUM> from the ground. Line <NUM> represents the angle of tilt of the component when the tilt measurement system <NUM> is mounted at a height of <NUM> from the ground. Line <NUM> represents the angle of tilt of the component when the tilt measurement system <NUM> is mounted at a height of <NUM> from the ground. Line <NUM> represents the angle of tilt of the component when the tilt measurement system <NUM> is mounted at a height of <NUM> from the ground. As is depicted in the graph, the difference
between the estimated value of the angle of tilt of the component and the actual value decreases as the height of the tilt measurement system <NUM> from the ground increases. Therefore, the present subject matter also envisages that when the tilt measurement system <NUM> or at least the angular measurement device <NUM> is mounted on the vehicle <NUM> to be at a distance of <NUM> to <NUM> from the ground surface, the performance of the tilt measurement system <NUM> and/or the angular measurement device <NUM> is optimized.

<FIG> represents a graph illustrating the difference between the angular displacement of the suspended element <NUM> when the suspended element <NUM> is provided with and without pre-determined damping, as has been discussed previously. Line <NUM> represents the angular displacement of the suspended element <NUM> when no pre-determined damping is provided to the suspended element <NUM>. Without damping, the angular displacement of the suspended element <NUM> may be affected due to undesirable oscillations which may occur due to inertia of the suspended element <NUM>. Therefore, line <NUM> is not the actual value of the angular displacement of the suspended element <NUM>. Line <NUM> represents actual value of the angular displacement of the suspended element <NUM>. When a pre-determined damping is provided to the suspended element <NUM>, the undesirable effects caused due to inertia of the suspended element <NUM> can be negated. Also, by damping the suspended element <NUM>, adverse effects of vibrations and noise can be eliminated. Therefore, a pre-determined damping is provided to the suspended element so that the value obtained substantially conforms with the actual value of the angular displacement of the suspended element. Accordingly, the angle of tilt of the fixable base <NUM> or the component can be determined based on the actual value of the angular displacement of the suspended element <NUM> and, hence, can be accurately determined, for instance, despite the presence of vibrations in the mechanical system.

Claim 1:
A tilt measurement system (<NUM>) for estimating angle of tilt of a component, the tilt measurement system (<NUM>) comprising:
an angular measurement device (<NUM>) comprising:
a fixable base (<NUM>) mounted to the component;
a suspended element (<NUM>) mounted to the fixable base (<NUM>), wherein
the suspended element (<NUM>) is capable of exhibiting oscillatory movement with respect to the fixable base (<NUM>); and
an angular position sensor (<NUM>) operably coupled to the suspended element (<NUM>) to measure an angular displacement of the suspended element (<NUM>) from a neutral position of the suspended element (<NUM>) measured with respect to the fixable base (<NUM>);
the tilt system being characterized in that it comprises:
an angular rate measurement sensor (<NUM>) mounted to the component, wherein the angular rate measurement sensor (<NUM>) measures rate of change of orientation of the component; and
a control unit (<NUM>) operably coupled to the angular position sensor (<NUM>) and the angular rate measurement sensor (<NUM>), wherein the control unit (<NUM>) is configured to:
receive a first set of inputs from the angular position sensor (<NUM>);
receive a second set of inputs from the angular rate measurement sensor (<NUM>); and
estimate an angle of tilt of the component with respect to a reference datum, based on the first set of inputs and the second set of inputs.