# Economic and Environmental Evaluation and Optimal Ratio of Natural and Recycled Aggregate Production

Authors: Milad Ghanbari; Armin Monir Abbasi; Mehdi Ravanshadnia
Journal: Advances in Materials Science and Engineering
 (2017)

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## Abstract

Steady increase in overexploitation of stone quarries, generation of construction and demolition waste, and costs of preparing extra landfill space have become environmental and waste management challenges in metropolises. In this paper, aggregate production is studied in two scenarios: scenario 1 representing the production of natural aggregates (NA) and scenario 2 representing the production of recycled aggregates (RA). This study consists of two parts. In the first part, the objective is the environmental assessment (energy consumption and CO2 emission) and economic (cost) evaluation of these two scenarios, which is pursued by life-cycle assessment (LCA) method. In the second part, the results of the first part are used to estimate the optimal combination of production of NA and RA and thereby find an optimal solution (scenario) for a more eco-friendly aggregate production. The defined formulas and relationship are used to develop a model. The results of model validation show that the optimal ratio, in optimal scenario, is 50%. The results show that, compared to scenario 1, optimal scenario improves the energy consumption, CO2 emissions, and production cost by, respectively, 30%, 36%, and 31%, which demonstrate the effectiveness of this optimization.


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## Body

## 1. Introduction

It has been reported that a developed country like Australia produces 8.7 million tons of waste demolition concrete, 1.3 million tons of waste brick, 3.3 million tons of waste excavation rock, 1 million tons of waste glass, and 1.2 million tons of waste asphalt every year [1]. According to other statistics [2], 42% of all wastes in Australia are related to construction and demolition (C&D) waste, and of this amount 81% is waste concrete. Similarly, 29% of solid waste produced in the United States is C&D waste [2], and the amount of waste concrete discarded in this country is about 30 million tons per year [3]. It is notable that demand for materials and waste generation both have a direct relationship with the population growth and urbanization [4]. In Hong Kong, 38% (14 million tons) of waste produced annually is C&D waste, and of this amount, 11 million tons are reused in state-funded repair, reconstruction, and earthwork operations, and the remaining 3 million tons are disposed in landfills [2]. Japan is far more environmentally friendly in this respect, as only 16% (750 thousand tons) of its waste generation is related to C&D (efficient reuse of materials prevents disposal in landfills) [2].Another notable aspect of this discussion is the overexploitation of aggregate quarries. This overexploitation is undesirable not only environmentally but also from the perspective of sustainable development, because it turns the aggregate resources needed by future generations to C&D wastes. In the United States, annual production of aggregate is about 2 billion tons and is expected to reach 2.5 billion tons by 2020 [2–5]. Overall, the amount of raw materials consumed globally every year to produce construction materials reaches about three billion tons [6]. From the environmental sustainability perspective, industrial sector is one of the primary sources of air pollution and accounts for 30 to 70 percent of global energy consumption and CO2 emissions [7]. Furthermore, about 80 percent of global greenhouse gas (GHG) emissions are the result of energy production [8].Recycling of aggregates could serve as a solution to reduce not only the overexploitation of quarries but also the consequent energy consumption and GHG emissions, especially CO2, in the associated industrial operations. In addition to economic benefits [9] and environmental merits [10], this solution has technical justification [9–11] as the product can be used confidently in concrete production [11] and road building applications [10]. According to research, the primary factors undermining the prospect of further use of recycled aggregates (RA) are the poor quality of recycling process [12, 13] and the poor quality of resulting concrete [14], but according to experimental studies [3, 15, 16], the concrete to be made with RA can be strengthened by proper adjustment of mix design and production process. Utilizing of construction waste powder as cementitious materials in concrete is another application of C&D wastes [17, 18]. According to another study, a closed circuit recycling plant outperforms its open-circuit counterpart in this respect [12]. Location of C&D waste landfill and recycling plants by GIS-based methods [19] and evaluation of recycling potential [20] are other research avenues associated with this topic.Today, life-cycle assessment (LCA) and environmental analysis of construction materials [21] are a primary line of recycling research in Europe. According to research, among all environmental consequences of production of concrete, asphalt, and their constituent materials, CO2 emission has attracted most of the attention [22]. Another recent effort in this field is the reduction of CO2 emission by the use of recycled materials in cement industry in Japan [7]. Studies suggest that energy consumption and CO2 emission can serve as proper evaluation criteria for environmental impacts of concrete waste [14].Thus far, numerous research projects have been performed on road and building construction to determine the water-to-cement ratio (for concrete mix) and the optimum percentage of bitumen (for asphalt mix). These studies have led to developing several codes and standards in countries. However, little attention has been paid to recycled aggregates. Investigating the environmental potential of the combination of natural and recycled aggregates, this study could act as a minimum effort to encourage the standards’ officials to pay attention to the combination of NA and RA aggregates. Indeed, this research assesses the environmental and economic feasibility studies of setting up the recycling centers of aggregates in the landfill location of cities where landfills have created the environmental crisis. It is worth noting that the optimum location of the landfill and recycling plant requires the GIS and optimization studies, which is not in the scope of this research. All of the above-mentioned cases show the gaps in the research into aggregates, which this study aims to cover.In the present study, mathematical modeling is carried out with two objectives. The first objective is the economic (cost) and the environmental (energy consumption and CO2 emission) assessment of production and recycling of aggregates, which is pursued via a simplified life-cycle assessment methodology. The second objective is to estimate the optimal ratio of production of natural and recycled aggregates based on economic and environmental criteria. For this purpose, the production scenarios of natural and recycled aggregates as well as the hybrid optimal scenario are evaluated and compared.


## 2. Methodology and Materials

Life-cycle assessment (LCA) is an efficient method for evaluating the performance of a product during its lifetime. Research has shown that this approach can be easily adopted for materials such as concrete [23, 24]. Another merit of this method is its utility in evaluation of building [25–30] and road construction [31] applications. In view of these merits, this study uses LCA for evaluation of energy consumption, CO2 emission, and the costs associated with aggregate production and recycling. The term aggregate refers to naturally or artificially crushed rock typically used, depending on the size, in the construction of roads and buildings. Technical specifications of aggregates to be used for concrete are specified by different standards such as ASTM C 33 (ASTM C 33M: 2013, Standard Specification for Concrete Aggregates). The major applications of aggregates are in the construction of roads and pavements (bass, subbase, and asphalt) [10, 32] and buildings (structure and envelope), landscaping, and construction of precast concrete pieces [11].According to the ISO 14040 [33] standard, a LCA should be carried out in four distinct phases that consist of (a) goal and scope, (b) life-cycle inventory, (c) life-cycle impact assessment, and (d) interpretation. This sequence is used in the implementation process of the LCA, which is followed.


### 2.1. Goal, Boundary, and Inventory Modeling

Aggregates are divided into two types: natural and recycled. Virgin or natural aggregate (NA) refers to the products that are mined by blasting or excavation and then crushed and processed in a crushing plant [34]. Recycled aggregates however are those that are obtained from a recycling plant set-up in a landfill. Both of these plants can be either central (fixed) or mobile [9], but this study is focused on the plants of central type. The functional unit in this study is annual production of NA and/or RA by 480,000 tons/year.Cradle-to-grave life-cycle of aggregates is illustrated in Figure1. Cradle-to-gate is the whole phases of Figure 1 exceptconcrete/asphalt plant andconstruction site/road. As other phases are similar and same for the natural and recycled aggregate, they have not been evaluated. On the other hand, cradle-to-gate assessments are sometimes the basis for environmental product declarations (EPD) termed business-to-business EDPs. Thus, cradle-to-gate is chosen in the present research. Based on the cradle-to-gate life-cycle of aggregates, scope and inventory of LCA model can be defined as shown in Figure 2. In other words, Figure 2 serves as the conceptual model of this study. The scope of this study includes natural and recycled aggregates, cost, energy consumption, CO2 emission, and natural and recycled aggregate production plants.Figure 1
Cradle-to-grave and cradle-to-gate life-cycle assessment for aggregate.Figure 2
Life-cycle sketch of aggregates production.In the inventory of LCA model of this study, the inputs include the aggregate production and recycling processes, the number, type and specifications of machinery, and the cost, energy consumption, and CO2 emission of each piece of equipment, and the outputs are the total amounts of CO2 emission, energy consumption, and cost.


### 2.2. Description of the Production and Recycling Facility (Process) and Scenarios

This study is based on two primary scenarios: (i) obtaining natural aggregates from quarry and (ii) obtaining recycled aggregates from C&D wastes. Aggregates production and recycling processes that consist of crushing operation are normally carried out in two types of fixed (central) and mobile plants [9]. In the present study, the fixed plant type, which is more comprehensive, is investigated.Production of natural aggregates (scenario 1) consists of two phases: (1) mining the raw material by blasting, excavation, or a combination of both and then transferring the mined rock to the crushing plant and (2) crushing and screening the aggregate to the desired size. The second stage is called processing or crushing phase, but this operation as a whole (scenario 1) is also referred to with the terms such as aggregate crushing and aggregate production. The process of recycling aggregates (scenario 2) is similar to natural aggregates production (scenario 1), except that the procedure of crushing and recycling and the used machinery are different [34].


## 2.1. Goal, Boundary, and Inventory Modeling

Aggregates are divided into two types: natural and recycled. Virgin or natural aggregate (NA) refers to the products that are mined by blasting or excavation and then crushed and processed in a crushing plant [34]. Recycled aggregates however are those that are obtained from a recycling plant set-up in a landfill. Both of these plants can be either central (fixed) or mobile [9], but this study is focused on the plants of central type. The functional unit in this study is annual production of NA and/or RA by 480,000 tons/year.Cradle-to-grave life-cycle of aggregates is illustrated in Figure1. Cradle-to-gate is the whole phases of Figure 1 exceptconcrete/asphalt plant andconstruction site/road. As other phases are similar and same for the natural and recycled aggregate, they have not been evaluated. On the other hand, cradle-to-gate assessments are sometimes the basis for environmental product declarations (EPD) termed business-to-business EDPs. Thus, cradle-to-gate is chosen in the present research. Based on the cradle-to-gate life-cycle of aggregates, scope and inventory of LCA model can be defined as shown in Figure 2. In other words, Figure 2 serves as the conceptual model of this study. The scope of this study includes natural and recycled aggregates, cost, energy consumption, CO2 emission, and natural and recycled aggregate production plants.Figure 1
Cradle-to-grave and cradle-to-gate life-cycle assessment for aggregate.Figure 2
Life-cycle sketch of aggregates production.In the inventory of LCA model of this study, the inputs include the aggregate production and recycling processes, the number, type and specifications of machinery, and the cost, energy consumption, and CO2 emission of each piece of equipment, and the outputs are the total amounts of CO2 emission, energy consumption, and cost.


## 2.2. Description of the Production and Recycling Facility (Process) and Scenarios

This study is based on two primary scenarios: (i) obtaining natural aggregates from quarry and (ii) obtaining recycled aggregates from C&D wastes. Aggregates production and recycling processes that consist of crushing operation are normally carried out in two types of fixed (central) and mobile plants [9]. In the present study, the fixed plant type, which is more comprehensive, is investigated.Production of natural aggregates (scenario 1) consists of two phases: (1) mining the raw material by blasting, excavation, or a combination of both and then transferring the mined rock to the crushing plant and (2) crushing and screening the aggregate to the desired size. The second stage is called processing or crushing phase, but this operation as a whole (scenario 1) is also referred to with the terms such as aggregate crushing and aggregate production. The process of recycling aggregates (scenario 2) is similar to natural aggregates production (scenario 1), except that the procedure of crushing and recycling and the used machinery are different [34].


## 3. Created Economic and Environmental Analysis-Optimization Model

To ensure proper environmental (energy consumption and CO2 emission) and economic evaluation, all procedures and processes defined in the inventory of LCA model should be investigated. The basic approach of the majority of countries to aggregates production is based on two mentioned scenarios, in both of which the first phase is based on diesel equipment, and the second phase is based on electric equipment (see Table 1). The energy (diesel and electricity) that is consumed by the plants is called the final energy and is equivalent to energy demand [34, 35]. But this energy (final) is a product of an initial source known as the primary energy (e.g., crude oil). Both types of energy can serve as appropriate measurement criteria for energy consumption, but this study uses the primary energy for this purpose. In this study, conversion of final energy to primary energy and calculation of CO2 emission due to primary energy consumption are based on the factors given in Table 1.Table 1
Scenarios, phases, and used conversion factors of the study.
#
Phases
Energy source
Final to primary energy factor
CO2 emission factor
Scenario  1
Step  1 = extraction & mining
Diesel
0.086
3.032
Step  2 = crushing & screening
Electricity
0.29
1.2
Scenario  2
Step  1 = precrushing
Diesel
0.086
3.032
Step  2 = crushing & screening
Electricity
0.29
1.2The model of this study consists of two parts. Since the first objective is the economic and environmental evaluation of aggregate production and recycling plants, the first part of the model covers the variables of cost, energy consumption, and CO2 emission. The second objective, which is to provide an optimal solution, requires the optimization function to be defined in terms of the said variables, so the second part of the model is developed after obtaining the results of the first part. Terms and definitions related to the model and variables of this study are shown in Table 2. The kilogram oil equivalent (kgoe) unit is employed for energy computation. Similarly, CO2eq/kgoe is used for CO2 emissions.Table 2
Symbols used in this study for modeling.
Symbol
Description
X
1
Quantity of natural aggregate (ton)
X
2
Quantity of recycled aggregate (ton)
r (%)
Natural/recycled aggregate ratio percent
A
i
Apparatusi
R
Production capacity of plant (ton/h)
d
Number of activated days in a year (day)
h
Number of activated hours in a day (hour)
N
i
Number of items required for apparatusi
n
Number of apparatus in step 1
m
Number of apparatus in step 2
L
Useful life of plant (year)
P
O
Price of crude oil (used/kg)
FED
Final energy consumption = final energy demand (KW h/ton)
PED
Primary specific energy demand (kgoe/ton)
COE
Specific CO2eq emission (kg CO2eq/ton)
F
PEF
Final to primary energy factor
F
COE
CO2 emission factor
P
i
Power of apparatusi
C
T
Total cost (USD/ton)
C
E
Energy cost
C
I
Investment (ownership) cost (USD/ton)
C
h
Equipment holding (maintenance) cost of stepi (USD/ton)
C
HR
Human resource cost of stepi (USD/ton)
U
P
i
Unit price of apparatusi (USD)


### 3.1. Assessment (the First Part)

This section presents the mathematical formulation used for the estimation of cost, energy consumption, and CO2 emission in the two defined scenarios. The final energy consumption (or energy demand) of each step is calculated by (1) that depends on the plant production capacity, power of machinery, and the number of similar apparatuses. According to (2), the total primary energy consumption in each scenario equals the sum of primary energy consumption of diesel and electric machinery, which is obtained by multiplying their final energy consumption by an energy factor. The total CO2 emission in each scenario (3) is obtained by summing the CO2 emissions of diesel and electric machinery (steps 1 and 2). For any given machinery, this emission is the product of its primary energy consumption and an emission factor. Equations (1) and (2) are related to energy mathematical model, while (3) is CO2 emissions mathematical model.(1)FEDstep  1=∑i=1nPi×NiR,FEDstep  2=∑i=n+1mPi×NiR,(2)PEDT=PEDstep  1+PEDstep  2=FED×FPEFSTEP  1+FED×FPEFSTEP  2,(3)COET=COEstep  1+COEstep  2=PED×FCOESTEP  1+PED×FCOESTEP  2.As expressed by (4), the annual investment cost for the plant equals the purchase cost of machinery divided by their assumed useful life. The cost of energy consumption of machinery (5) is obtained by multiplication of their primary energy consumption by the price of crude oil (per kg). As shown in (6), the total cost of each scenario will be the sum of ownership cost of machinery, cost of their energy consumption, wages of operators, and cost of repair and maintenance. Equations (4) to (6) are related to energy mathematical model.(4)CIstep  1=∑i=1nUPi×NL,CIstep  2=∑i=n+1mUPi×NL,(5)CESTEP  1=PEDstep  1×PO,CESTEP  2=PEDstep  2×PO,(6)CT=Cstep  1+Cstep  2=CE+CI+Ch+CHRd×h×RSTEP  1+CE+CI+Ch+CHRd×h×RSTEP  2.


### 3.2. Optimization (the Second Part)

The second part of modeling is based on the results of the first part. By combining the described variables for both scenarios, the optimal amount of natural and recycled aggregates, thus the optimal mixing ratio can be estimated. The objective function obtained from the interaction of research variable is expressed by (7). This equation is combination mathematical model of energy consumption, CO2 emissions, and cost for optimization.(7)minZx=COET×PEDT×CTScenario  1X13+COET×PEDT×CTScenario  2X23.Since the objective of optimization is to estimate the optimal weight of each type of aggregate, the sum of both types of aggregates, both being positive values, is equal to one ton. These two constraints are defined by (8). Next, maximum or minimum amount of NA and RA can be limited with qualitative constraints based on experimental studies and depending on the type of application such as [16] research. After obtaining the optimum values of aggregates, one can define a third scenario, that is, an optimal scenario combining the other two approaches (see Figure 2), subject to(8)X1+X2=1,X1,X2≥0.


### 3.3. Case Study

Based on the concept of the analysis in this paper, a program is created via Java which is a programming language; screen of the computer generated program is shown in Figure3. To evaluate and validate the defined model, two aggregate production and recycling plants, each having a capacity of 200 t/h, are studied. The first plant, chosen for scenario 1, is an aggregate production plant in the west of Tehran(Akam Gravel company), and the second plant, chosen for scenario 2, is assumed based on a business proposal by a Chinese firm (a 200 tons/hour proposed plant byZhengzhou Yifan Machinery Co., Ltd.). Tables 3 and 4 show the specifications of machinery in these two plants. Typically, working hours of such centers are limited to 8 hours a day to control their environmental effect such as noise and air pollution. All calculations are carried for the period of one year consisting of 12 months, each with 30 working days.Table 3
The specifications of machinery in the production plant.
Scenario  1
Step
Symbol
Machine & model
P (KW)
N
UP (USD)
C
HR (USD/year)
C
h (USD/year)
1
A1
Bulldozer. Komatsu D155A-2, efficiency = 71%
238.6
2
140541
24000
23892
A2
Hydraulic excavator. Komatsu PC 600-7, efficiency = 75%
287
3
129730
36000
35805
A3
Wheel loader. Komatsu WA420-3, efficiency = 75%
162
2
67027
24000
12065
A4
Lorry truck. Benz Wh 2624, efficiency = 82%
179
6
56757
72000
28265
A5
Backhoe loader. HEPCO B90B, efficiency = 65%
72
1
29189
12000
2277
2
A6
Primary-jaw crusher
165
1
31216
37920
4865
A7
Secondary-hydrocone crusher
125
2
26486
13946
A8
Tertiary-impact crusher
195
1
26351
7622
A9
Vibrating feeder
16
2
10811
2789
A10
Vibrating screening
19
3
15405
4962
A11
Bucket-typed sand washing machine
18
1
12162
1459
A12
Pan-typed aggregate washing machine
20
3
7568
2919
A13
Control panel
—
1
19595
85
A14
Steel structure, 7.85 tons
—
1
8486
950
A15
Conveyor belt 1.2 × 35
18
4
12297
7568
A16
Conveyor belt 1.2 × 21
12.5
4
7095
4541
A17
Conveyor belt 1 × 15
8
3
4622
2311
A18
Conveyor belt 1 × 8
6.5
2
2270
800
A19
Conveyor belt 1.2 × 4
5
1
1081
200
A20
Conveyor belt 1 × 3.5
4
2
1041
341
R
=
200 t/h, d=300, h=8, n=5, m=15, L = 20 years, and PO=0.34 USD/kg.Table 4
The specifications of machinery in the recycling plant.
Scenario  2
Step
Symbol
Machine & model
P (KW)
N
UP (USD)
C
HR (USD/year)
C
h (USD/year)
1
A21
Hydraulic excavator. Komatsu PC 200-7, efficiency = 70%
107
1
47568
12000
3948
A22
Wheel loader. VOLVO L120F, efficiency = 73%
179
1
105405
12000
9276
2
A23
Vibrating feeder
15
1
15860
56880
1849
A24
Primary-jaw crusher
90
1
66270
8757
A25
Secondary-impact crusher
250
1
57820
10541
A26
Vibrating screening
30
1
31730
2432
A27
Magnetic separator
3
1
11200
1622
A28
Soft products separator
5.5
2
11670
3892
A29
Dust collector
85
1
67000
6486
A30
Control panel
—
1
15240
85
A31
Steel structure, 4 tons
—
1
7300
715
A32
Conveyor belt 1 × 11
7.5
1
6850
595
A33
Conveyor belt 1.2 × 10
5.5
1
8970
541
A34
Conveyor belt 1 × 19
11
1
9250
1027
A35
Conveyor belt 1 × 25
15
1
11050
1351
A36
Conveyor belt 1 × 10
4
1
6545
541
A37
Conveyor belt 0.8 × 16
7.5
1
6500
865
A38
Conveyor belt 0.65 × 20
7.5
2
6120
2162
A39
Conveyor belt 0.65 × 12
5.5
1
4600
649
A40
Conveyor belt 0.65 × 15
5.5
1
5170
811
A41
Conveyor belt 0.65 × 18
5.5
1
5470
973
R
=
200 t/h, d=300, h=8, n=2, m=19, L=20 years, and PO=0.34 USD/kg.Figure 3
Software program created for analysis of the model via Java programming language.


## 3.1. Assessment (the First Part)

This section presents the mathematical formulation used for the estimation of cost, energy consumption, and CO2 emission in the two defined scenarios. The final energy consumption (or energy demand) of each step is calculated by (1) that depends on the plant production capacity, power of machinery, and the number of similar apparatuses. According to (2), the total primary energy consumption in each scenario equals the sum of primary energy consumption of diesel and electric machinery, which is obtained by multiplying their final energy consumption by an energy factor. The total CO2 emission in each scenario (3) is obtained by summing the CO2 emissions of diesel and electric machinery (steps 1 and 2). For any given machinery, this emission is the product of its primary energy consumption and an emission factor. Equations (1) and (2) are related to energy mathematical model, while (3) is CO2 emissions mathematical model.(1)FEDstep  1=∑i=1nPi×NiR,FEDstep  2=∑i=n+1mPi×NiR,(2)PEDT=PEDstep  1+PEDstep  2=FED×FPEFSTEP  1+FED×FPEFSTEP  2,(3)COET=COEstep  1+COEstep  2=PED×FCOESTEP  1+PED×FCOESTEP  2.As expressed by (4), the annual investment cost for the plant equals the purchase cost of machinery divided by their assumed useful life. The cost of energy consumption of machinery (5) is obtained by multiplication of their primary energy consumption by the price of crude oil (per kg). As shown in (6), the total cost of each scenario will be the sum of ownership cost of machinery, cost of their energy consumption, wages of operators, and cost of repair and maintenance. Equations (4) to (6) are related to energy mathematical model.(4)CIstep  1=∑i=1nUPi×NL,CIstep  2=∑i=n+1mUPi×NL,(5)CESTEP  1=PEDstep  1×PO,CESTEP  2=PEDstep  2×PO,(6)CT=Cstep  1+Cstep  2=CE+CI+Ch+CHRd×h×RSTEP  1+CE+CI+Ch+CHRd×h×RSTEP  2.


## 3.2. Optimization (the Second Part)

The second part of modeling is based on the results of the first part. By combining the described variables for both scenarios, the optimal amount of natural and recycled aggregates, thus the optimal mixing ratio can be estimated. The objective function obtained from the interaction of research variable is expressed by (7). This equation is combination mathematical model of energy consumption, CO2 emissions, and cost for optimization.(7)minZx=COET×PEDT×CTScenario  1X13+COET×PEDT×CTScenario  2X23.Since the objective of optimization is to estimate the optimal weight of each type of aggregate, the sum of both types of aggregates, both being positive values, is equal to one ton. These two constraints are defined by (8). Next, maximum or minimum amount of NA and RA can be limited with qualitative constraints based on experimental studies and depending on the type of application such as [16] research. After obtaining the optimum values of aggregates, one can define a third scenario, that is, an optimal scenario combining the other two approaches (see Figure 2), subject to(8)X1+X2=1,X1,X2≥0.


## 3.3. Case Study

Based on the concept of the analysis in this paper, a program is created via Java which is a programming language; screen of the computer generated program is shown in Figure3. To evaluate and validate the defined model, two aggregate production and recycling plants, each having a capacity of 200 t/h, are studied. The first plant, chosen for scenario 1, is an aggregate production plant in the west of Tehran(Akam Gravel company), and the second plant, chosen for scenario 2, is assumed based on a business proposal by a Chinese firm (a 200 tons/hour proposed plant byZhengzhou Yifan Machinery Co., Ltd.). Tables 3 and 4 show the specifications of machinery in these two plants. Typically, working hours of such centers are limited to 8 hours a day to control their environmental effect such as noise and air pollution. All calculations are carried for the period of one year consisting of 12 months, each with 30 working days.Table 3
The specifications of machinery in the production plant.
Scenario  1
Step
Symbol
Machine & model
P (KW)
N
UP (USD)
C
HR (USD/year)
C
h (USD/year)
1
A1
Bulldozer. Komatsu D155A-2, efficiency = 71%
238.6
2
140541
24000
23892
A2
Hydraulic excavator. Komatsu PC 600-7, efficiency = 75%
287
3
129730
36000
35805
A3
Wheel loader. Komatsu WA420-3, efficiency = 75%
162
2
67027
24000
12065
A4
Lorry truck. Benz Wh 2624, efficiency = 82%
179
6
56757
72000
28265
A5
Backhoe loader. HEPCO B90B, efficiency = 65%
72
1
29189
12000
2277
2
A6
Primary-jaw crusher
165
1
31216
37920
4865
A7
Secondary-hydrocone crusher
125
2
26486
13946
A8
Tertiary-impact crusher
195
1
26351
7622
A9
Vibrating feeder
16
2
10811
2789
A10
Vibrating screening
19
3
15405
4962
A11
Bucket-typed sand washing machine
18
1
12162
1459
A12
Pan-typed aggregate washing machine
20
3
7568
2919
A13
Control panel
—
1
19595
85
A14
Steel structure, 7.85 tons
—
1
8486
950
A15
Conveyor belt 1.2 × 35
18
4
12297
7568
A16
Conveyor belt 1.2 × 21
12.5
4
7095
4541
A17
Conveyor belt 1 × 15
8
3
4622
2311
A18
Conveyor belt 1 × 8
6.5
2
2270
800
A19
Conveyor belt 1.2 × 4
5
1
1081
200
A20
Conveyor belt 1 × 3.5
4
2
1041
341
R
=
200 t/h, d=300, h=8, n=5, m=15, L = 20 years, and PO=0.34 USD/kg.Table 4
The specifications of machinery in the recycling plant.
Scenario  2
Step
Symbol
Machine & model
P (KW)
N
UP (USD)
C
HR (USD/year)
C
h (USD/year)
1
A21
Hydraulic excavator. Komatsu PC 200-7, efficiency = 70%
107
1
47568
12000
3948
A22
Wheel loader. VOLVO L120F, efficiency = 73%
179
1
105405
12000
9276
2
A23
Vibrating feeder
15
1
15860
56880
1849
A24
Primary-jaw crusher
90
1
66270
8757
A25
Secondary-impact crusher
250
1
57820
10541
A26
Vibrating screening
30
1
31730
2432
A27
Magnetic separator
3
1
11200
1622
A28
Soft products separator
5.5
2
11670
3892
A29
Dust collector
85
1
67000
6486
A30
Control panel
—
1
15240
85
A31
Steel structure, 4 tons
—
1
7300
715
A32
Conveyor belt 1 × 11
7.5
1
6850
595
A33
Conveyor belt 1.2 × 10
5.5
1
8970
541
A34
Conveyor belt 1 × 19
11
1
9250
1027
A35
Conveyor belt 1 × 25
15
1
11050
1351
A36
Conveyor belt 1 × 10
4
1
6545
541
A37
Conveyor belt 0.8 × 16
7.5
1
6500
865
A38
Conveyor belt 0.65 × 20
7.5
2
6120
2162
A39
Conveyor belt 0.65 × 12
5.5
1
4600
649
A40
Conveyor belt 0.65 × 15
5.5
1
5170
811
A41
Conveyor belt 0.65 × 18
5.5
1
5470
973
R
=
200 t/h, d=300, h=8, n=2, m=19, L=20 years, and PO=0.34 USD/kg.Figure 3
Software program created for analysis of the model via Java programming language.


## 4. Results and Discussions

The model was coded based on the defined formulas and relationships, and specifications of the case study were imported into the developed program. Since the secondary objective of the study was the described optimization, the third scenario, which was created based on the optimal values, was adopted as the optimal scenario and solution. The results obtained for the variables of this study are shown in Table5.Table 5
The results for the variables of this study.
Variable
P
E
D
T (kgoe/ton)
C
O
E
T (kg CO2eq/ton)
C
T (USD/ton)
X
1 (ton)
X
2 (ton)
Scenario  1
2.3027
4.4609
1.6981
0.5
0.5
Scenario  2
0.9091
1.2529
0.6555Given the results obtained for the combination of production of NA and RA, the optimal ratio was found to be 50%. As a result, the values of energy, CO2 emission, and cost for scenario 3 (optimal scenario) are the averages of corresponding values in scenarios 1 and 2. Table 6 shows the detailed results for all three scenarios which fall within the ranges which have been used in one of the environmental studies related to life-cycle concrete block [36].Table 6
The economic and environmental detailed results for the research scenarios.
Aggregate obtaining type
Processing step
Primary specific energy demand (kgoe/ton)
Specific CO2eq emission (kg CO2eq/ton)
Cost (USD/ton)
Scenario  1
Extraction & mining
0.9267
2.8097
1.0008
Crushing & screening
1.3761
1.6513
0.6976
Total
2.3027
4.4609
1.6981
Scenario  2
Extraction & mining
0.0884
0.2680
0.1235
Crushing & screening
0.8207
0.9848
0.5319
Total
0.9091
1.2529
0.6555
Scenario  3
Extraction & mining
0.5075
1.5388
0.5620
Crushing & screening
1.0984
1.3181
0.6148
Total
1.6059
2.8569
1.1768
Saving percent (third scenario/first scenario)
30%
36%
31%According to the results presented in Table6, in scenario 1, the major consumer of energy is the crushing phase (step 2), which has caused a significant increase in total energy consumption, yet the CO2 emission produced due to extraction phase (step 1) is greater than the amount produced due to crushing phase. This is because extraction phase relies on diesel machinery, which has a higher CO2 emission factor than electric machinery used in the next phase. It means the energy consumption function is most sensitive to electric equipment, whereas the CO2 emissions function is most sensitive to diesel consumer equipment. In scenario 2, the absence of large diesel machinery in step 1 has led to low energy consumption, thus making step 2 the major energy consumer. Since scenario 3 is a combined scenario, its major energy consumer and CO2 emission source are, respectively, the crushing phase and the extraction phase.The chart of final status of the three research scenarios is illustrated in Figure4. The values of research variables are also plotted in a bar chart. Figure 4 indicates that scenario 3 (optimized scenario) has resulted in more balanced values than the others. Thus, scenario 3 would be an optimal solution for reducing environmental consequences of aggregate mines and therefore an eco-friendly alternative in this respect. As shown in Table 6, scenario 3 is 30% more economic and has 36% lower CO2 emission and 31% lower energy consumption than scenario 1; the improvements demonstrate the effectiveness of the third scenario but it requires a sensitivity analysis.Figure 4
(a) The final status of the three research scenarios. (b) The bar chart of research variables.
(a)
(b)The CO2 emission is function of CO2 emission factor and energy consumption which has two operational phases or two steps. Thus, we need to discuss applying the CO2 emissions sensitivity to the related parameters. According to [34, 37], uncertainties in LCA of waste management systems for recycling process consist of scenario uncertainty and parameter uncertainty. As the aim of perturbation analysis is to determine the effect of an arbitrary change of single parameter values on the model’s result, the sensitivity coefficient (SC) is the ratio between the two generated absolutes [37]. In the present study, each parameter value is individually varied by a small increase; then the variation of the result is calculated. According to [34, 37], the sensitivity coefficient could be calculated by (9). Based on (3), the CO2 emission is function of CO2 emission factor and energy consumption which has two operational phases or two steps. Thus, we need to discuss applying the CO2 emissions sensitivity. In other words, as CO2 emission depends on energy consumption, it does not need discussion. The results of sensitivity coefficient of CO2 emission model to each parameter are summarized in Table 7. According to Table 7, the SC of emission conversion factors is higher than that of energy consumption. Thus, the CO2 emission model is the most sensitive to parameters of emission conversion factors. Furthermore, evaluation of all scenarios demonstrates that the sensitivity coefficient of the emission rises by increasing the percentage of NA (or decreasing the RA). Thus, the CO2 emission model is most sensitive to the first scenario.(9)SC=ΔresultΔparameter.Table 7
Sensitivity coefficient of the CO2 emission model to each parameter.
Parameter
Scenario  1(100% NA & 0% RA)
Scenario  3(50% NA & 50% RA)
Scenario  2(0% NA & 100% RA)
Diesel consumption (precrushing phase)
3.0
3.0
3.0
Electricity consumption (crushing phase)
1.2
1.2
1.2
Emission conversion factor of electricity
660.5
527.2
393.9
Emission conversion factor of diesel
444.3
243.4
42.4


## 5. Conclusions

Aggregates, both natural (NA) and recycled (RA), have various structural and nonstructural applications. For the production of natural aggregates (represented in this study by scenario 1), raw materials should be mined from quarries and crushed and screened in the crushing plants. Production of recycled aggregates (represented in this study by scenario 2) is based on recycling of construction and demolition (C&D) wastes at dedicated recycling plants. The fuels consumed by the machinery of these two types of plants are diesel and electricity. This study had two objectives. The first objective was the environmental (energy consumption and CO2 emissions) and economic (production cost) evaluation of scenario 1 (NA) and scenario 2 (RA). The main variables of this part of the study were the production cost, energy consumption, and CO2 emissions. To estimate these variables, mathematical relations of the life-cycle of aggregates in both scenarios were introduced and formulated. The second objective of the study was to estimate the optimal ratio of production of NA and RA based on the results of life-cycle analysis (LCA). By achieving the optimal mixing ratio, the previous two scenarios combined together and generated third scenario in an optimal approach. Objective function of the optimization problem was formulated using the outputs of the LCA. This function can be developed with specific quantitative constraints, depending on the type of application, site material, and experimental test, in order to introduce further complexity to the function or improve the accuracy of its estimations.The defined formulas and relationships were used to code a computer program via Java programming language. Software for assessment and optimizing the combination ratio of NA and RA was produced. The developed model was tested in a case study to evaluate its performance. In this study, information of two aggregates production and recycling plants was analyzed. The results of the first part (life-cycle assessment) showed that diesel machinery have a lower energy consumption and yet higher CO2 emission than electric machinery. It was found that energy consumption, CO2 emission, and the costs of scenario 2 are less than those of scenario 1. After optimization, the optimal ratio of aggregates combination was found to be 50%. Energy consumption, CO2 emissions, and the cost of scenario 3 were found to be balanced values ranging between the values obtained from the previous scenarios. According to the results of life-cycle analysis, energy consumption, CO2 emissions, and production cost of one ton of combined aggregates (scenario 3) are 1.6 kilogram oil equivalent (kgoe), 2.85 CO2 eq., and 1.17 USD, which are 30%, 36%, and 31% better than their respective values in scenario 1. Generalization of values obtained in the first scenario to the total amount of aggregates produced and consumed in major countries like US highlights the true extent of environmental impacts associated with this issue. Thus, the least that can be done toward mitigating the undesirable environmental and economic effects of overexploitation of stone quarries is to adopt a combined solution like the third scenario discussed in this paper.



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*Source: 7458285-2017-09-28.xml*