1. Introduction
The buildings and construction sectors utilize one-third of global energy consumption and are the primary source of carbon emissions globally [
1]. Forty-three percent of residential building energy is utilized in heating, cooling, and lighting, while for commercial buildings, these applications account for 39% of total energy consumption [
2]. PCMs have several applications in refrigeration [
3], air-conditioning [
4], solar PV [
5], and buildings [
6]. The latent heat thermal energy storage capabilities of PCMs make them particularly suitable for applications in low-cost, lightweight buildings with lesser heat storage capacity.
Passive techniques employing PCMs to minimize energy consumption in the building sector have increased over time [
7,
8]. Various experimental and numerical studies have been performed to evaluate the effectiveness of utilizing PCMs. Zhang et al., studied the suitable PCMs with appropriate incorporation methods to assess the latent heat thermal energy storage in buildings [
9]. Gracia and Cabeza have given a thorough review of PCM in passive TES applications in buildings [
10]. Yasiri and Szabo provided a thorough analysis of PCMs utilization in buildings and energy savings associated with the applications [
11]. Cabeza et al. studied the applications of PCMs in concrete walls for energy saving [
12]. The main criteria for selecting appropriate PCMs are their phase change temperature and heat of fusion, depending on the particular applications [
13].
While the built environment is also responsible for 35–40% of the greenhouse gas GHG) emissions [
14], half of the total primary energy is consumed by commercial and residential buildings in Pakistan, while they produce about one-third of total carbon emissions. Managing energy usage and GHG emissions has become a global challenge, and its impact on the developing regions is causing immense problems for the population. This has, therefore, become a critical issue needing regulation to reduce the energy being consumed by the built environment.
It is feared that unless all countries across the globe take immediate positive action, the world carbon emissions will double by the year 2030 [
15]. For developing countries, this ratio is expected to be even higher due to their rapid development rates. Reducing carbon emissions is, therefore, becoming a priority in Pakistan as well. One way of achieving this goal is to minimize the energy consumed by the buildings and provide these minimized energy needs using renewable energy sources. In Pakistan, with a population approaching 220 million people, nearly 60% are youth [
16]. Due to this, Pakistan’s education system is costly. As per the data available from Pakistan Education Statistics 2016–2017 [
17,
18], Pakistan’s education system comprises more than 317,323 educational institutions that provide education to nearly 50.28 million students at any given time. It is, therefore, foregone that these educational institutions are one of the leading energy consumers within the built environment. Considering these statistics, the current study concentrates on low-cost academic buildings as a case in point.
It has been observed that energy conservation in academic institutions can provide significant cost savings for academic institutions and reduce carbon emissions in the country. So far, energy expenses in academic institutions are treated as unimportant in comparison with other priorities. However, historical trend analysis of academic institutions’ operating budgets shows that energy bills can constitute between 10% to 15% of the total expenditure of the academic institutions and are the subsequent highest expenditure after the salaries of the faculty and staff. Crosby and Metzger [
19] concluded that there was an increasing focus on managing energy used in these institutions in recent times. It is considered that to achieve higher energy efficiency and conservation, it is vital to bring awareness among students around the globe about conserving available energy resources, the use of renewables, and mitigating the effects of greenhouse gases on our global environment. In developing countries, the rate of increase of GHG emissions is much higher than that of the developed world; their rate of development is higher. The trend of Pakistan’s GHG emissions [
20] in a million tons of carbon dioxide equivalent (MtCO
2e) is shown in
Figure 1.
The two sectors of agriculture and buildings can be seen as significant contributors to GHG emissions. Electric power generation totaling more than 12,230 MW capacity has been added to Pakistan’s national grid in the recent past [
21], taking the total power production to 40,000 MW in the current year. This is likely to cause a further increase in GHG emissions in Pakistan unless immediate measures are not taken to control the emissions of pollutants. In comparison to global carbon emissions, Pakistan’s per capita carbon footprint has been small in the past, but it has started to increase rapidly [
20] in the last few years due to a healthy growth rate of the economy.
As a result of the increase in energy consumption, the CO
2 emissions have also risen sharply, as depicted in
Figure 2.
The latest available data on CO
2 emissions in Pakistan are shown in
Figure 2, and the annual variation in emissions is seen in
Figure 3.
Figure 2 clearly shows a sharp rise in CO
2 emissions for the last decade compared to a slow increase from 1950–2010.
Figure 3 shows a step change from 2010 to 2019 while analyzing historical emissions data of Pakistan.
As seen from the above data, emissions from the built environment are the highest and increasing alarmingly. Several efforts have been made to achieve energy efficiency and reduce the carbon footprint of different buildings in the past decade [
23,
24,
25,
26]. It has also been observed that thermal comfort is lacking in most academic buildings available to school-going children in developing countries, even where a significant cost is being incurred on heating and cooling of academic buildings [
27]. Thus, improving thermal comfort using efficient temperature control techniques and designing buildings with inbuilt thermal comfort using thermal energy storage materials [
27,
28,
29], providing natural ventilation, and using optimum building orientation are also priorities in developed countries.
Similarly, several studies have been performed on composite materials having clay, cement, or gypsum plaster. Khabbazi et al. [
30] have investigated an insulating material based on a mixture of cement mortar and cork. Cherki et al. [
31,
32,
33] and Mounir et al. [
34] have worked on materials based on granular cork mixed with different binders to achieve better thermal properties. Mounir et al. [
35] have also shown improved thermal properties of clay by mixing it with wool. Date palm wood and fibers have also been suggested as an ingredient to make composite reinforced building materials by several studies. Kriker et al. studied date palm fiber-reinforced concrete properties as a function of water curing [
36]. Tlijani et al. used the periodic method to determine thermal conductivity and thermal diffusivity of the wood-scale of palm trees [
37]. Agoudgil et al. report thermophysical properties of different varieties of date palm wood [
38]. Mekhermeche et al. studied the thermal properties of date palm fiber reinforced clay bricks [
39]. Benmansour et al. examined the thermophysical and mechanical properties of date palm fibers [
40]. The experimental work shows that date palm wood and fibers mixed with binders result in good thermal properties for use in the built environment. Laaroussi et al. [
41,
42] use a hot plate and flash method to measure the thermal properties of different mixtures of clay bricks. Mahamat et al. study the thermophysical properties of cow dung mixed with clay and their effect on energy consumption of buildings [
43]. Lamrani et al. [
44] and Bhutto [
45] have worked on new ecological building materials based on peanut shells and wheat straw mixed with plaster.
In the current research effort, authors concentrate on a novel hybrid building envelope consisting of PCM and local organic waste materials for low-cost low-energy buildings. The locally available sustainable materials are mixed with clay, sand, cement, and their thermal properties. These materials are then simulated to form the building envelope. Numerical simulation is conducted to investigate their effect on the annual energy consumption for heating and cooling loads. The results are then compared with the energy consumption of buildings made from standard construction materials. TRNSYS software is initially used for simulations under local annual weather conditions. So far, the potential for use of PCMs in these buildings has remained limited due to associated cost and accessibility in the local market [
46,
47]. To overcome the economic barrier, this study proposes a reduction in the existing construction cost by using the proposed composite material compressed bricks. These compressed bricks are used to replace the existing brick and concrete blocks as the primary construction material. There are many abundantly and locally available waste materials that can be used in this sustainable construction process. This work studies the integration of low-cost PCM and local raw materials to find whether this approach provides a better solution that is viable to be commercialized at a large scale. Currently, fired bricks are used as the primary construction material. The manufacturing of these bricks results in a considerable amount of greenhouse gases (GHG). The fired brick has been replaced in this study by locally developed compressed bricks. After experimental testing of several materials, a mixture of clay–cement–sand was selected as the base material. To further enhance the base material’s thermal energy storage (TES) capability, several waste materials were added to form a composite construction material. The mixture of the said materials was formed into a block shape using compressive forces. This study examines the TES capability of the materials mentioned above. It also studies the possibility of introducing a PCM layer with the best performing block replacing the bricks. CaCl
2·6H
2O is selected for this study based on the melting temperature of 28–29 °C. For Islamabad, Pakistan, about eight months of hot weather and cooling load are a substantial part of annual energy consumption. CFD simulations have been performed on a typical 9 inches thick masonry brick wall and corn husk wall with and without PCM. The authors have conducted a comprehensive effort to study the effects of this hybrid building envelope in detail earlier, not mentioned in the literature. Experimental and numerical analysis using TRNSYS and CFD tools are used to study various aspects of the proposed building envelope. The authors also consider some pressing emissions issues of the region, like burning paddy fields and other organic waste. The study shows that a significant reduction in energy consumption and greenhouse gas emissions is possible using the proposed comprehensive approach while curtailing the construction cost.
Section 2 presents the material and methods used for this study;
Section 3 presents the base material testing;
Section 4 discusses the details of the composite material used. Computational analysis is discussed in
Section 5, followed by
Section 6, which provides a detailed comparison of all the scenarios. Recommendations are made as per the finding of the current study in the conclusions section.
2. Materials and Methods
For this study, a school building located in Islamabad, Pakistan, was selected. The selected school was built in 2004. The school’s building is a double-story structure with 44 classrooms and a floor area of 2240 m
2. The school has an enrolment of 1020 students on average. A detailed analysis of the school building energy consumption was performed earlier to show energy-saving opportunities and the possibility of cost savings and reduction in carbon emission [
48]. Considering the data obtained [
48], the current study investigates the advantages of using composite materials and phase change materials (PCMs) in the building envelope to increase the building thermal mass to improve indoor thermal comfort.
The simplest and most cost-effective method for thermal energy storage is sensible heat storage. Further, the amount of heat stored in a material depends on the density
, volume
, temperature variation
, and specific heat capacity
and thermal conductivity
of the storage materials. The sensible heat storage capacity of a material is calculated using Equation (3). The temperature difference
across the storage material has inverse dependence on the thermal conductivity
k of the material.
By replacing mass in Equation (1), it becomes:
2.1. Thermal Conductivity
To find out the thermal conductivity of various eco-friendly materials used in this study, an experimental setup is designed, as shown in
Figure 4.
This experimental setup is known as the hot-plate steady-state method for finding the thermal conductivity of materials [
32,
35,
42,
44].
A screwed rod is used to slightly press all the materials together to ensure gap-less contact between different materials to avoid a rise in thermal conductivity due to air gaps and any heat loss. To measure the temperatures of the testing material, heating element, and polystyrene foam, temperature sensors are placed as shown in
Figure 5. These temperature sensors have a temperature sensitivity of 0.125 °C.
A microcontroller (Arduino) is used to record the temperature values received from the temperature sensors, and Tera Term© open-source software by PARSEC Group, Arvada, CO, USA [
51] is used for the graphical display of temperature values.
The temperature difference across test material (
) and temperature difference across polystyrene (
) are calculated to find the thermal conductivity of test material by using Equation (4).
where
= Thickness of sample. (m)
= Thickness of polystyrene. (m)
= Voltage (V)
= Resistance of the heating element. (Ω)
= Surface area (m)
= Thermal conductivity of the sample (W/m-K)
= Thermal conductivity of polystyrene (W/m-K).
2.2. Specific Heat Capacity
The calorimetry method as described by Cengel [
52] is used to measure the heat capacity of various materials being investigated. The changes in temperature of the water and the sample are measured and specific heat capacity is calculated using Equation (7).
where
= heat applied (W)
= mass (kg/m3)
= Specific heat capacity (kJ/kg-K)
= Temperature difference. (°C)
2.3. Validation
The experimental setup is validated by calculating the thermal conductivity of the known materials using this setup and comparing the measured results with the standard data of polystyrene [
35,
42,
44,
52], clay [
41,
53], brick [
42,
54], and concrete [
49,
54], respectively.
After getting the temperature difference, the thermal conductivity of the samples is calculated by using Equation (4). Fourier’s law of heat conduction for one-dimensional heat conduction is given in Equation (8) [
52].
where
= rate of heat transfer; = thermal conductivity; = surface area.
= temperature gradient.
The rate of heat transfer and the area of the material is constant. Thus,
is constant, which means that the temperature through the test material varies linearly with e (thickness of the material in the direction of heat flow), and the temperature distribution in the material under a steady state is a straight line. By integrating the above equation for change in length and temperature, Equation (8) will become:
For reference material:
where
= applied voltage and
= resistance of the heating element.
As the heating element provides equal heat on both sides, so Equation (12), in this case, will become.
By adding both Equations (10) and (11) and using Equation (13).
Equation (15) is used in this study to calculate the thermal conductivity of test materials, as given in
Table 1 below. Polystyrene is taken as the reference material with known thermal conductivity
.
2.4. Specific Heat Capacity
The calorimetry method [
52,
53] is used to measure the heat capacity of the various materials. The changes in temperature of the water and the sample and specific heat capacity are calculated by using Equation (7).
5. Computational Analysis
The thermal properties established during the above detailed experimental study were used for computational analysis to calculate the heating and cooling loads for a selected building. The computational analysis also established how much energy use and GHG emissions due to energy saving can be reduced. The computational analysis was performed using TRNSYS simulation software [
64]. The local weather conditions were used to calculate the annual heating and cooling loads for a two-story building of an academic institute located in Islamabad. To conduct the simulations, the building was designed using TRNSYS plugin TRNSYS3D in Google SketchUp. The modeled building design is shown in
Figure 10.
The selected building envelope building properties with the selected materials are defined in TRNSYS using the TRNBuild tool. The heating and cooling loads using each of the selected envelope materials are obtained for the entire year. The simulation results are compared to show the thermal efficiency of the designed materials. The thermal behavior of the building is simulated using building envelope properties for a nine-inch-thick brick wall of experimentally studied materials, with half-inch plaster on both sides. Properties of plaster used are thermal conductivity 0.5 W/m-K, heat capacity 1.00 kJ/kg-K, and density 1300 kg/m
3 [
23]. The ground floor ceilings are designed as four-inch concrete slabs with half-inch plaster on both sides. The thermal properties of concrete used are thermal conductivity of 1.30 W/m-K, the specific heat capacity of 1.13 kJ/kg-K, and a concrete density of 2240 kg/m
3 [
29]. Properties of plaster are the same as those used in the case of the wall.
Properties of the external roof of the building are defined as a four-inch concrete slab whose properties are with half-inch plaster covered with one inch of granite having thermal conductivity 1.87 W/m-K, specific heat capacity 0.71 kJ/kg-K, and density of 2200 kg/m
3 [
23].
For the winter months, the required 20 °C temperature is set to calculate the heating load. During the summer months, 26 °C temperature is set as the requirement to calculate the cooling load. The reference building is an academic institute building, so heating and cooling loads are calculated according to the institute work timing of 08:00 AM to 06:00 PM for working days, while Saturday and Sunday are considered the closed weekend. The heating load is calculated for January, February, March, October, November, and December, while the cooling load is calculated for March, April, May, June, July, August, September, and October.
7. Introducing PCM Layer
The above analysis showed the advantage of using composite building blocks; by finding a significant reduction in energy consumption and GHG emissions and to further consolidate this advantage and avoid the use of cooling altogether while providing better thermal comfort for the dwellers in low-cost housings, the use of PCMs was considered. BenZaid et al. experimentally determined the thermal advantage of using PCMs in clay–straw walls in Morocco [
65]. Usually, as already mentioned, the cost of PCMs is high [
66]. Paraffin is one choice available to be used as a PCM in the human thermal comfort range. However, paraffin is considered a fire hazard and still expensive for use in low-cost housing. Hydrated salts are not a fire hazard coupled with higher volumetric storage abilities and are among the least expensive PCMs available [
67]. Considering this, calcium chloride hexahydrate CaCl
2·6H
2O was selected for this study. The thermophysical properties of CaCl
2·6H
2O are given in
Table 7. As thermophysical properties given in
Table 7 of selected PCM include both solid and liquid phases of material along with the melting temperature around 29 °C, it shows that when the temperature reached this threshold, the PCM would change its phase from solid to liquid by using heat to change its phase at a constant temperature.
To prove the relative advantage of incorporating PCMs and composite material blocks in the construction of low-cost housing, a wall was modeled in ANSYS software. Simulation of heat transfer through the wall was conducted for the full-fired brick wall, entire composite 6% corn husk block wall, fired brick wall with embedded PCM, and composite 6% corn husk block wall with embedded PCM.
Simulations were conducted for weather conditions of the first ten days of June. In simulations, the time-dependent energy equation is solved for fired brick and 6% corn husk composite block case, while for PCM, the enthalpy porosity-based energy equation is used. SIMPLE (semi-implicit method) pressure velocity coupling and second-order upwind formulation for energy are used. A time step size of 60 s is selected.
7.1. Wall Geometry
The wall geometries for all four wall configurations are given in
Figure 16. A 10 mm layer of PCM is embedded at the horizontal center of the 220 mm wall thickness used in this study. Configurations for fired brick and 6% corn husk composite block are considered. Comparison for indoor temperature is obtained for all configurations for the climatic conditions of the first ten days of June of Islamabad, Pakistan. It is characterized as humid subtropical weather with all four seasons, including a hot summer typically from May to August. The latitude and longitude of Islamabad are 33.6844° N and 73.0479° E, respectively.
The outdoor transient temperature profile is input in all the cases, and free convection with a heat transfer coefficient of 5 W/m2 at the outlet boundary is used to simulate the typical wall loading of a hot climate. The top and bottom sides are set as adiabatic for 1-dimensional heat transfer.
7.2. Simulation Results for PCM Wall
The outdoor boundary condition and the indoor temperatures for the first ten days of June and the simulation results depicting indoor temperature variation with outdoor ambient conditions are shown in
Figure 17. It can be seen from these results that standard fired brick wall performs quite poorly, and much higher temperatures are experienced indoors, at times reaching as high as 31 °C, which is considered beyond the human thermal comfort range. The fired brick wall without PCM integration shows a high sensitivity to the outdoor temperature, showing that it does not protect the inhabitants from the varying weather conditions. Even with a PCM layer, the fired brick wall does not perform too well, and the performance of the 6% Corn Husk composite block wall even without any PCM layer is better than a brick wall. In comparison, the 6% Corn Husk composite block wall with the PCM layer is very stable and can keep an indoor temperature of 27 °C throughout the day, even on scorching days when the outdoor ambient temperatures are reaching close to 38 °C. For the first three days, the indoor temperature for PCM-based fired brick wall fluctuates between 27–28 °C, showing temperature fluctuating within the 1 °C range, whereas the fired brick shows temperature fluctuation of 4 °C. The trend is continued for fired brick with and without PCM for days 4–7. For days 8–10, both simple fired brick and embedded PCM exhibit more significant temperature variation, as the outdoor temperature peaks lower than preceding days.
Furthermore, the 6% Corn Husk configuration without PCM maintains a lower temperature than the PCM-based fired brick configuration but fluctuates throughout ten days, while PCM based configuration keeps a constant temperature for days 1–8. This shows PCM’s latent heat thermal energy storage capability, which makes them a potential candidate for energy storage in buildings at a constant temperature. Moreover, this implies integrating PCMs with alternative sustainable materials solutions for construction to give a better trade-off with energy consumption and construction cost. It can thus be concluded that the 6% Corn Husk composite block with integrated PCM can provide reasonable thermal comfort and is a good choice as a construction material for low-cost housing projects.