# Energy efficiency of two types of greenhouses heated by biomass.

1. Introduction

Indoor heating represents a high cost in the process of growing of plants, so the choice of heating system is very important in reducing production costs. Heating with wood biomass represents one of the optimum heating systems, which due to exploitation of domestic wood products is gaining importance. It is important that with proper wood burning the air is not polluted (in the air only C[O.sub.2] and [H.sub.2O] are released) and that the exploitation of wood residues influences better maintenance of forests. Sometimes the burning of wood belonged to the time consuming procedures, which is not acceptable for today's increasingly rapid rhythm of life. During the last decades in the wood heating the technology made a major step forward. However, despite advances in technology, room heating leads to heat losses (Krajnc & Kopse, 2005).

Wood biomass is wood used for energy purposes. The efficient use of biomass for energy purposes means modern and efficient use of all forms of wood for heating and hot water. Wood biomass is used in very different forms from traditional logs to chips and other forms (briquettes and pellets). Wood used for energy purposes is a round timber of inferior quality, small wood, branch wood, wood scraps, sawdust, wood dust and uncontaminated waste wood (Kopse & Krajnc, 2005).

Heat losses, calculated per unit of gross volume of the building are the sum of the transmission heat losses, where heat is transferred due to higher internal temperatures through walls, windows, ceiling to the outside and the heat losses due to ventilation. The latter leads to loss of heat needed for heating of air, which flows through the building. Transmission heat losses can be determined fairly accurately (with the known values of the external insulation of walls, windows, ceilings) on the basis of building drawings, determination of ventilation losses is approximately the sum of the losses incurred in this case due to natural ventilation and losses due to leakage of windows, doors and the effect of wind (Berk et al., 2010). The latter was neglected in our calculation to take into account only the losses caused by ventilation. The total heat required for heating of the building is made up of transmission heat and ventilation heat losses, while in the calculation any additional losses, such as the allowance for interruption of heating, allowance for cold surface temperature equalization, allowance for the position of sky etc were neglected (Stajnko et al., 2009).

2. Methods

In the experiment two gardens (garden 1 and garden 2) were compared in which wood chips are used for heating.

Garden 1 is located in Kamnica near Maribor. It has a 1693 [m.sup.2] of covered area, where seven plastic greenhouses ornamental plants are produced. Its plastic greenhouses are of different manufacturers, basically are all made up of galvanized iron structure, aluminum sections and tubes, polycarbonate plates for the front side of greenhouse and UV polyethylene foil with which the roof and side walls are covered.

The garden began to heat plastic greenhouses with wood chips in early 2009, which has already proved to be good investment. The amount of stored biomass is 150-200 m3 with predicted consumption of 10-20 [m.sup.3] per month. For heating pine wood is used. Garden 1 has a heating device Froling of Austrian manufacturer, whose main characteristics are given in Table 1. Figure 1 shows heating device of garden 1 (Froling Turbomat).

[FIGURE 1 OMITTED]

Garden 2 is located in St. Jurij on Scavnici. Garden has today about 4200 [m.sup.2] of area, of which approximately 1600 [m.sup.2] are covered with plastic greenhouses. The garden is engaged in producing various kinds of ornamental plants, it offers also the landscaping of environment and graves. Its glass-greenhouses are of Dutch producer Venlo, consisting of galvanized iron structure, aluminum sections and tempered glass for roof and ordinary glass for walls. The garden began to heat glass greenhouses with wood chips in 2007, which has already proved as a good investment. It uses pine wood for heating of glass greenhouses. The amount of stored biomass is 70 [m.sup.3] with the predicted consumption of 15 [m.sup.3] per month. Garden 2 has the heating device D'Alessandro Termomeccanica of Italian manufacturer, whose main characteristics are given in Table 1. Figure 2 shows heating device of garden 2 (D'Alessandro Termomeccanica).

[FIGURE 2 OMITTED]

3. Equations for calculating heat losses according to standard SIST EN 832

To calculate the heat losses the Rules on thermal insulation and energy efficiency in buildings (UL RS st.42/2002) and equations for calculating heat losses according to SIST EN 832 were applied.

The calculation of the coefficient of transmission heat losses (HT) due to the heat transfer through the building envelope:

[H.sub.T] = [L.sub.D] + [L.sub.s] [W/K] (1)

Where:

[L.sub.D] [W/K]--direct specific heat losses through the building envelope from the heated space into the exterior,

[L.sub.s] [W/K]--specific heat loss through the floor.

Calculation of the direct specific heat loss through the building envelope:

[L.sub.D] = [[summation].sub.i] [A.sub.i] * [U.sub.i] [W/K] (2)

Where:

[A.sub.i] [[m.sup.2]]--surface of the element i which is a part of the building envelope, [U.sub.i] [W/[m.sup.2]K]--heat transfer of the element i.

In case where T1 < T2, the heat flux is negative, which means that heat is transferred from the exterior into the building.

equivalent thermal conductivity is calculated by the equation:

[U.sub.eq] = U - G * S [W/[m.sup.2]K] (3)

Where:

[U.sub.eq] [W/[m.sup.2]K]--equivalent thermal conductivity of glazing and foil,

U [W/[m.sup.2]K]--thermal conductivity of glazing,

G - common transition of solar energy (solar factor),

S [W/[m.sup.2]K]--coefficient of obtained solar energy depending on direction, in which an object is oriented (South: 2,4 W/[m.sup.2]K; East/west: 1,65 W/[m.sup.2]K; North: 0,95 W/[m.sup.2]K).

The whole transmission of solar energy is given by the equation:

g = [F.sub.w] * [g.sub.T] (4)

Where:

[g.sub.T]--transmission of solar energy for radiation, which is perpendicular to the glazing,

[F.sub.w]--correction factor,

g--total transmission of solar energy.

In case of plastic greenhouses and glass greenhouses for calculation of direct specific heat loss through the building envelope the adapted equation with considered heat load due to solar radiation is applied.

[L.sub.D] = [[summation].sub.i] [A.sub.i] * [U.sub.ieq] [W/K] (5)

Where:

[A.sub.i] [[m.sup.2]]--surface of element i which is a part of the building envelope, [U.sub.ieq] [W/[m.sup.2]K]--equivalent of thermal conductivity of element i.

The calculation of transmission heat losses through the floor

In addition to heat loss through walls, transmission through the floor is a very important heat loss. It is calculated by the equation:

[L.sub.S] = A * U [W/K] (6)

Where:

A [[m.sup.2]]--floor area,

U [W/[m.sup.2]K]--thermal conductivity of soil ([U.sub.concrete(10 cm)] = 2 W/[m.sup.2]K, [U.sub.soil] = 1,5 W/[m.sup.2]K).

The calculation of heat losses due to natural ventilation

The procedure of calculating the coefficient of thermal losses due to ventilation (HV) is given with equation:

HV= [V.sub.z] * [[rho].sub.a] * [c.sub.a] (7)

Where:

VZ [[m.sup.3]/h]--rate of air flow through the building, taking into account the air flow through unheated rooms,

[[rho].sub.a] * [c.sub.a] [J/[m.sup.3]K]--the volume heat capacity of air ([[rho].sub.a] * [c.sub.a] = 1200 J/[m.sup.3]K).

Airflow rate (VZ) can be calculated using the foreseen air exchange rate n which is in our case 0.1 air changes per hour:

VZ = n * V * 24 (8)

Where:

V[[m.sup.3]]--volume of heated room, calculated by taking into account the internal dimensions,

n [[h.sup.-1]]--foreseen air exchange rate per hour. 24--time factor.

Calculation of coefficient of total heat loss of building H

coefficient of total heat loss (H) of heated space is the sum of the coefficient of transmission heat loss (HT) and coefficient of heat losses due to ventilation (HV).

H = [H.sub.T] + [H.sub.v] [W/K] (9)

Where:

[H.sub.T] [W/K]--transmission heat loss coefficient,

[H.sub.v] [W/K]--coefficient of thermal losses due to ventilation.

Calculation of temperature deficit

Heat deficit is the sum of the differences of external air temperature and the selected temperature in the heated room and is calculated by the formula:

DD = [N.sup.*.sub.Ti,p] - [T.sub.(e,] season) [K] (10)

Where:

N--number of days in the heating season,

[T.sub.i,p]--design temperature of heated rooms in the building,

[T.sub.e,season]--the average temperature in the heating season.

for this study the outdoor temperatures for two months were monitored, so the formula for calculating the temperature deficit was adjusted slightly. Temperature deficit was calculated for each day and for each plastic and glass greenhouse separately.

DD = [[summation].sub.i] ([T.sub.i,p]--[T.sub.e,o]) [K] (11)

Where:

[T.sub.e,o]--average daily temperature, i--days of measurement.

Calculation of total heat loss of the building (QI)

Total heat loss of the building depends on the coefficient of total heat loss of the building and temperature deficit and is calculated by the equation:

QI = H * DD [kWh] (12)

Where:

H [W/K]--coefficient of total heat loss of the building, DD [K]--temperature deficit.

The sum of all heat losses of plastic greenhouses and glass greenhouses

Heat losses of all plastic and glass greenhouses of the garden are the sum of heat loss of individual plastic and glass greenhouses. They are calculated by the equation:

Q = [summation][Q.sub.i] [kWh] (13)

Where:

QI [kWh]--total heat loss of the building.

Calculation of fuel consumption for heating

It is calculated by the equation:

[m.sub.g] = Q * (3,6*[tau])/([H.sub.i] * [eta]) [kg] (14)

Where:

3,6--conversion factor, [tau] [h/day]--number of burning hours in the day (usually 24 h /day), [H.sub.i] [kJ/kg]--lower heating value, [eta]--efficiency of heating device.

Calculation of total heat loss per unit volume of individual greenhouses

Total heat loss per unit volume of individual greenhouses is calculated by the equation:

EK = [Q.sub.I]/V [kW/[m.sup.3]] (15)

Where:

[Q.sub.I] [kWh]--total heat loss of the building,

V [[m.sup.3]]--volume of greenhouse.

Fuel consumption per unit volume is calculated by the equation:

[M.sub.g] = [m.sub.g]/V [kg/[m.sup.3]] (16)

Where:

[m.sub.g] [kg]--consumed fuel for heating,

V [[m.sup.3]]--volume of greenhouse.

4. Results with discussion

4.1 The calculation of heat losses of individual plastic greenhouses of garden 1

Due to large amounts of data, we present the results of garden 1 and comparison of the energy efficiency of both types of greenhouses. Table 2 shows the calculation of heat losses of the garden 1.

Table 2 shows that the highest total coefficient of heat losses was in garden 1 in plastic greenhouse 2 because it has the largest area and amounted to 3225,79 W/K. The total heated area of plastic greenhouses was 688 [m.sup.2].

4.2 Calculation of total heat losses of garden 1

Table 3 shows the total heat losses of garden 1 in November and December 2009.

Total heat loss in garden 1 was 3197,26 kW. As seen in Table 3, the highest heat loss was in plastic greenhouse 3. Plastic greenhouse 3 has also the largest area and the largest temperature deficit.

4.3 Calculation offuel consumption for heating

From the calculated total heat loss, the amount of fuel used for heating, in our case, the wood chips was calculated. The efficiency of heating system is according to the manufacturer at least 90%. Lower heating value of wood chips is based on data from the literature and is between 14700 and 16700 kJ/kg (Medved, 1997; Senegacnik, 2005). In calculating the amount of consumed fuel the value of 16,000 kJ/kg was used. The density of wood chips which amounts to 700 kg/[m.sup.3] (Kopse and Krajnc, 2005) from the volume ([m.sup.3]) of consumed biomass was calculated. Table 4 shows consumption of wood biomass in garden 1.

4.4 Calculation of total heat loss per unit volume in the plastic greenhouses of garden 1

Table 5 shows the calculation of total heat loss per unit volume in the plastic greenhouses of garden 1 for a period of two months.

Table 5 shows that the maximum heat losses per unit volume were in the plastic greenhouses 3 and 7, because there was the greatest temperature deficit. Minimum heat loss per unit volume was in plastic greenhouse 2.

4.5 Calculation of fuel consumption per unit volume in the garden 1

Table 6 shows, that the calculated fuel consumption per unit volume which amounted to 6,78 kg/[m.sup.3], is less than actually consumed, which was 7,17 kg/[m.sup.3]. Actual fuel consumption during the measurements was 29 [m.sup.3].

4.6 Comparison of the energy efficiency of both types of greenhouses

Table 7 and 8 show the comparison of calculated and actual parameters calculated using the equations presented.

Table 7 shows that the heat loss per unit volume is higher in the garden 2, i.e. in the glass greenhouses. higher heat losses were expected in the plastic greenhouses, due to increased heat transfer of materials from which they are made, but they are larger in the glass greenhouses due to lower average external temperature during November and December.

Table 8 shows that the calculated fuel consumption in both kilograms and cubic meters is less than the actual consumption, as was expected. Is heat loss certain parameters such as allowances for interruption of heating, equalizing the temperature of cold surfaces, the side of the sky, losses arising from leaks of doors and windows and the impact of the wind were ignored.

5. Conclusion

The aim of this study was to determine the energy efficiency of both types of greenhouses. Based on the measurements, estimates and calculations, some interesting conclusions were reached.

Total heat loss per unit volume was greater in garden 2, i.e. in the glass greenhouses. The heat loss depends on the coefficients of heat transfer and temperature deficit, so we expected greater heat losses in the plastic greenhouses. lower outside temperatures (especially in December) and the higher required temperatures in the glass greenhouses (greater temperature deficit) were a key influence on the higher heat loss in the glass greenhouses. consequently, the fuel consumption is greater in the glass greenhouses, since it also depends on the total heat loss. The calculated fuel consumption is smaller than actual consumption expected in both types of greenhouses. The cause are the additional heat losses that occur unexpectedly (due to excessive door opening) and in our calculations are not considered. Taking into account all the parameters we can conclude that the glass greenhouses are more energy-efficient, but people still tend to opt for installing plastic greenhouses, as these are particularly affordable.

Future research will focus on reducing heat losses in plastic greenhouses, finding new materials for greenhouses, improving efficiency of heating devices and finding a better quality chips for heating and so reduce the costs of production.

DOI: 10.2507/daaam.scibook.2012.14

6. References

Kopse, I. & Krajnc, N. (2005). Heating with wood, Forest Service of Slovenia, Ljubljana

Krajnc, N. & Kopse, I. (2005). Wood--renewable and environmentally friendly energy source, Forest Service of Slovenia, Ljubljana

Official Journal RS, No. 42/2002, day 15. 5. 2002

Medved, S. (1997). Thermal technology in buildings, University of Ljubljana, Ljubljana

Senegacnik, A. (2005). Wood biomass, Forum Economy exhibition, Ljubljana

Stajnko, D.; Vindis, P. & Mursec, B. (2009). Reduction of CO2 emission in production of corn in Slovenia. DAAAM International Scientific Book, Vienna, Daaam international publishing, 573-586

Berk, P., Vindis, P., Lakota, M., Ocepek, M & Rakun, J. (2011). Artificial neural network for identification of large letters of the alphabet. DAAAM International Scientific Book, Vienna: Daaam international publishing, 401-408

Authors' data: Assist. Prof. Dr. Vindis, P[eter]; Assoc. Prof. Stajnko, D[enis]; Bs. Elect. Eng. Berk, P[eter]; Assoc. Prof. Lakota, M[iran], University of Maribor, Faculty of Agriculture and Life Sciences, Pivola 10, SI-2311, Hoce, Slovenia, peter.vindis@uni-mb.si, denis.stajnko@uni-mb.si, peter.berk@uni-mb.si, miran.lakota@uni-mb.si

Indoor heating represents a high cost in the process of growing of plants, so the choice of heating system is very important in reducing production costs. Heating with wood biomass represents one of the optimum heating systems, which due to exploitation of domestic wood products is gaining importance. It is important that with proper wood burning the air is not polluted (in the air only C[O.sub.2] and [H.sub.2O] are released) and that the exploitation of wood residues influences better maintenance of forests. Sometimes the burning of wood belonged to the time consuming procedures, which is not acceptable for today's increasingly rapid rhythm of life. During the last decades in the wood heating the technology made a major step forward. However, despite advances in technology, room heating leads to heat losses (Krajnc & Kopse, 2005).

Wood biomass is wood used for energy purposes. The efficient use of biomass for energy purposes means modern and efficient use of all forms of wood for heating and hot water. Wood biomass is used in very different forms from traditional logs to chips and other forms (briquettes and pellets). Wood used for energy purposes is a round timber of inferior quality, small wood, branch wood, wood scraps, sawdust, wood dust and uncontaminated waste wood (Kopse & Krajnc, 2005).

Heat losses, calculated per unit of gross volume of the building are the sum of the transmission heat losses, where heat is transferred due to higher internal temperatures through walls, windows, ceiling to the outside and the heat losses due to ventilation. The latter leads to loss of heat needed for heating of air, which flows through the building. Transmission heat losses can be determined fairly accurately (with the known values of the external insulation of walls, windows, ceilings) on the basis of building drawings, determination of ventilation losses is approximately the sum of the losses incurred in this case due to natural ventilation and losses due to leakage of windows, doors and the effect of wind (Berk et al., 2010). The latter was neglected in our calculation to take into account only the losses caused by ventilation. The total heat required for heating of the building is made up of transmission heat and ventilation heat losses, while in the calculation any additional losses, such as the allowance for interruption of heating, allowance for cold surface temperature equalization, allowance for the position of sky etc were neglected (Stajnko et al., 2009).

2. Methods

In the experiment two gardens (garden 1 and garden 2) were compared in which wood chips are used for heating.

Garden 1 is located in Kamnica near Maribor. It has a 1693 [m.sup.2] of covered area, where seven plastic greenhouses ornamental plants are produced. Its plastic greenhouses are of different manufacturers, basically are all made up of galvanized iron structure, aluminum sections and tubes, polycarbonate plates for the front side of greenhouse and UV polyethylene foil with which the roof and side walls are covered.

The garden began to heat plastic greenhouses with wood chips in early 2009, which has already proved to be good investment. The amount of stored biomass is 150-200 m3 with predicted consumption of 10-20 [m.sup.3] per month. For heating pine wood is used. Garden 1 has a heating device Froling of Austrian manufacturer, whose main characteristics are given in Table 1. Figure 1 shows heating device of garden 1 (Froling Turbomat).

[FIGURE 1 OMITTED]

Garden 2 is located in St. Jurij on Scavnici. Garden has today about 4200 [m.sup.2] of area, of which approximately 1600 [m.sup.2] are covered with plastic greenhouses. The garden is engaged in producing various kinds of ornamental plants, it offers also the landscaping of environment and graves. Its glass-greenhouses are of Dutch producer Venlo, consisting of galvanized iron structure, aluminum sections and tempered glass for roof and ordinary glass for walls. The garden began to heat glass greenhouses with wood chips in 2007, which has already proved as a good investment. It uses pine wood for heating of glass greenhouses. The amount of stored biomass is 70 [m.sup.3] with the predicted consumption of 15 [m.sup.3] per month. Garden 2 has the heating device D'Alessandro Termomeccanica of Italian manufacturer, whose main characteristics are given in Table 1. Figure 2 shows heating device of garden 2 (D'Alessandro Termomeccanica).

[FIGURE 2 OMITTED]

3. Equations for calculating heat losses according to standard SIST EN 832

To calculate the heat losses the Rules on thermal insulation and energy efficiency in buildings (UL RS st.42/2002) and equations for calculating heat losses according to SIST EN 832 were applied.

The calculation of the coefficient of transmission heat losses (HT) due to the heat transfer through the building envelope:

[H.sub.T] = [L.sub.D] + [L.sub.s] [W/K] (1)

Where:

[L.sub.D] [W/K]--direct specific heat losses through the building envelope from the heated space into the exterior,

[L.sub.s] [W/K]--specific heat loss through the floor.

Calculation of the direct specific heat loss through the building envelope:

[L.sub.D] = [[summation].sub.i] [A.sub.i] * [U.sub.i] [W/K] (2)

Where:

[A.sub.i] [[m.sup.2]]--surface of the element i which is a part of the building envelope, [U.sub.i] [W/[m.sup.2]K]--heat transfer of the element i.

In case where T1 < T2, the heat flux is negative, which means that heat is transferred from the exterior into the building.

equivalent thermal conductivity is calculated by the equation:

[U.sub.eq] = U - G * S [W/[m.sup.2]K] (3)

Where:

[U.sub.eq] [W/[m.sup.2]K]--equivalent thermal conductivity of glazing and foil,

U [W/[m.sup.2]K]--thermal conductivity of glazing,

G - common transition of solar energy (solar factor),

S [W/[m.sup.2]K]--coefficient of obtained solar energy depending on direction, in which an object is oriented (South: 2,4 W/[m.sup.2]K; East/west: 1,65 W/[m.sup.2]K; North: 0,95 W/[m.sup.2]K).

The whole transmission of solar energy is given by the equation:

g = [F.sub.w] * [g.sub.T] (4)

Where:

[g.sub.T]--transmission of solar energy for radiation, which is perpendicular to the glazing,

[F.sub.w]--correction factor,

g--total transmission of solar energy.

In case of plastic greenhouses and glass greenhouses for calculation of direct specific heat loss through the building envelope the adapted equation with considered heat load due to solar radiation is applied.

[L.sub.D] = [[summation].sub.i] [A.sub.i] * [U.sub.ieq] [W/K] (5)

Where:

[A.sub.i] [[m.sup.2]]--surface of element i which is a part of the building envelope, [U.sub.ieq] [W/[m.sup.2]K]--equivalent of thermal conductivity of element i.

The calculation of transmission heat losses through the floor

In addition to heat loss through walls, transmission through the floor is a very important heat loss. It is calculated by the equation:

[L.sub.S] = A * U [W/K] (6)

Where:

A [[m.sup.2]]--floor area,

U [W/[m.sup.2]K]--thermal conductivity of soil ([U.sub.concrete(10 cm)] = 2 W/[m.sup.2]K, [U.sub.soil] = 1,5 W/[m.sup.2]K).

The calculation of heat losses due to natural ventilation

The procedure of calculating the coefficient of thermal losses due to ventilation (HV) is given with equation:

HV= [V.sub.z] * [[rho].sub.a] * [c.sub.a] (7)

Where:

VZ [[m.sup.3]/h]--rate of air flow through the building, taking into account the air flow through unheated rooms,

[[rho].sub.a] * [c.sub.a] [J/[m.sup.3]K]--the volume heat capacity of air ([[rho].sub.a] * [c.sub.a] = 1200 J/[m.sup.3]K).

Airflow rate (VZ) can be calculated using the foreseen air exchange rate n which is in our case 0.1 air changes per hour:

VZ = n * V * 24 (8)

Where:

V[[m.sup.3]]--volume of heated room, calculated by taking into account the internal dimensions,

n [[h.sup.-1]]--foreseen air exchange rate per hour. 24--time factor.

Calculation of coefficient of total heat loss of building H

coefficient of total heat loss (H) of heated space is the sum of the coefficient of transmission heat loss (HT) and coefficient of heat losses due to ventilation (HV).

H = [H.sub.T] + [H.sub.v] [W/K] (9)

Where:

[H.sub.T] [W/K]--transmission heat loss coefficient,

[H.sub.v] [W/K]--coefficient of thermal losses due to ventilation.

Calculation of temperature deficit

Heat deficit is the sum of the differences of external air temperature and the selected temperature in the heated room and is calculated by the formula:

DD = [N.sup.*.sub.Ti,p] - [T.sub.(e,] season) [K] (10)

Where:

N--number of days in the heating season,

[T.sub.i,p]--design temperature of heated rooms in the building,

[T.sub.e,season]--the average temperature in the heating season.

for this study the outdoor temperatures for two months were monitored, so the formula for calculating the temperature deficit was adjusted slightly. Temperature deficit was calculated for each day and for each plastic and glass greenhouse separately.

DD = [[summation].sub.i] ([T.sub.i,p]--[T.sub.e,o]) [K] (11)

Where:

[T.sub.e,o]--average daily temperature, i--days of measurement.

Calculation of total heat loss of the building (QI)

Total heat loss of the building depends on the coefficient of total heat loss of the building and temperature deficit and is calculated by the equation:

QI = H * DD [kWh] (12)

Where:

H [W/K]--coefficient of total heat loss of the building, DD [K]--temperature deficit.

The sum of all heat losses of plastic greenhouses and glass greenhouses

Heat losses of all plastic and glass greenhouses of the garden are the sum of heat loss of individual plastic and glass greenhouses. They are calculated by the equation:

Q = [summation][Q.sub.i] [kWh] (13)

Where:

QI [kWh]--total heat loss of the building.

Calculation of fuel consumption for heating

It is calculated by the equation:

[m.sub.g] = Q * (3,6*[tau])/([H.sub.i] * [eta]) [kg] (14)

Where:

3,6--conversion factor, [tau] [h/day]--number of burning hours in the day (usually 24 h /day), [H.sub.i] [kJ/kg]--lower heating value, [eta]--efficiency of heating device.

Calculation of total heat loss per unit volume of individual greenhouses

Total heat loss per unit volume of individual greenhouses is calculated by the equation:

EK = [Q.sub.I]/V [kW/[m.sup.3]] (15)

Where:

[Q.sub.I] [kWh]--total heat loss of the building,

V [[m.sup.3]]--volume of greenhouse.

Fuel consumption per unit volume is calculated by the equation:

[M.sub.g] = [m.sub.g]/V [kg/[m.sup.3]] (16)

Where:

[m.sub.g] [kg]--consumed fuel for heating,

V [[m.sup.3]]--volume of greenhouse.

4. Results with discussion

4.1 The calculation of heat losses of individual plastic greenhouses of garden 1

Due to large amounts of data, we present the results of garden 1 and comparison of the energy efficiency of both types of greenhouses. Table 2 shows the calculation of heat losses of the garden 1.

Table 2 shows that the highest total coefficient of heat losses was in garden 1 in plastic greenhouse 2 because it has the largest area and amounted to 3225,79 W/K. The total heated area of plastic greenhouses was 688 [m.sup.2].

4.2 Calculation of total heat losses of garden 1

Table 3 shows the total heat losses of garden 1 in November and December 2009.

Total heat loss in garden 1 was 3197,26 kW. As seen in Table 3, the highest heat loss was in plastic greenhouse 3. Plastic greenhouse 3 has also the largest area and the largest temperature deficit.

4.3 Calculation offuel consumption for heating

From the calculated total heat loss, the amount of fuel used for heating, in our case, the wood chips was calculated. The efficiency of heating system is according to the manufacturer at least 90%. Lower heating value of wood chips is based on data from the literature and is between 14700 and 16700 kJ/kg (Medved, 1997; Senegacnik, 2005). In calculating the amount of consumed fuel the value of 16,000 kJ/kg was used. The density of wood chips which amounts to 700 kg/[m.sup.3] (Kopse and Krajnc, 2005) from the volume ([m.sup.3]) of consumed biomass was calculated. Table 4 shows consumption of wood biomass in garden 1.

4.4 Calculation of total heat loss per unit volume in the plastic greenhouses of garden 1

Table 5 shows the calculation of total heat loss per unit volume in the plastic greenhouses of garden 1 for a period of two months.

Table 5 shows that the maximum heat losses per unit volume were in the plastic greenhouses 3 and 7, because there was the greatest temperature deficit. Minimum heat loss per unit volume was in plastic greenhouse 2.

4.5 Calculation of fuel consumption per unit volume in the garden 1

Table 6 shows, that the calculated fuel consumption per unit volume which amounted to 6,78 kg/[m.sup.3], is less than actually consumed, which was 7,17 kg/[m.sup.3]. Actual fuel consumption during the measurements was 29 [m.sup.3].

4.6 Comparison of the energy efficiency of both types of greenhouses

Table 7 and 8 show the comparison of calculated and actual parameters calculated using the equations presented.

Table 7 shows that the heat loss per unit volume is higher in the garden 2, i.e. in the glass greenhouses. higher heat losses were expected in the plastic greenhouses, due to increased heat transfer of materials from which they are made, but they are larger in the glass greenhouses due to lower average external temperature during November and December.

Table 8 shows that the calculated fuel consumption in both kilograms and cubic meters is less than the actual consumption, as was expected. Is heat loss certain parameters such as allowances for interruption of heating, equalizing the temperature of cold surfaces, the side of the sky, losses arising from leaks of doors and windows and the impact of the wind were ignored.

5. Conclusion

The aim of this study was to determine the energy efficiency of both types of greenhouses. Based on the measurements, estimates and calculations, some interesting conclusions were reached.

Total heat loss per unit volume was greater in garden 2, i.e. in the glass greenhouses. The heat loss depends on the coefficients of heat transfer and temperature deficit, so we expected greater heat losses in the plastic greenhouses. lower outside temperatures (especially in December) and the higher required temperatures in the glass greenhouses (greater temperature deficit) were a key influence on the higher heat loss in the glass greenhouses. consequently, the fuel consumption is greater in the glass greenhouses, since it also depends on the total heat loss. The calculated fuel consumption is smaller than actual consumption expected in both types of greenhouses. The cause are the additional heat losses that occur unexpectedly (due to excessive door opening) and in our calculations are not considered. Taking into account all the parameters we can conclude that the glass greenhouses are more energy-efficient, but people still tend to opt for installing plastic greenhouses, as these are particularly affordable.

Future research will focus on reducing heat losses in plastic greenhouses, finding new materials for greenhouses, improving efficiency of heating devices and finding a better quality chips for heating and so reduce the costs of production.

DOI: 10.2507/daaam.scibook.2012.14

6. References

Kopse, I. & Krajnc, N. (2005). Heating with wood, Forest Service of Slovenia, Ljubljana

Krajnc, N. & Kopse, I. (2005). Wood--renewable and environmentally friendly energy source, Forest Service of Slovenia, Ljubljana

Official Journal RS, No. 42/2002, day 15. 5. 2002

Medved, S. (1997). Thermal technology in buildings, University of Ljubljana, Ljubljana

Senegacnik, A. (2005). Wood biomass, Forum Economy exhibition, Ljubljana

Stajnko, D.; Vindis, P. & Mursec, B. (2009). Reduction of CO2 emission in production of corn in Slovenia. DAAAM International Scientific Book, Vienna, Daaam international publishing, 573-586

Berk, P., Vindis, P., Lakota, M., Ocepek, M & Rakun, J. (2011). Artificial neural network for identification of large letters of the alphabet. DAAAM International Scientific Book, Vienna: Daaam international publishing, 401-408

Authors' data: Assist. Prof. Dr. Vindis, P[eter]; Assoc. Prof. Stajnko, D[enis]; Bs. Elect. Eng. Berk, P[eter]; Assoc. Prof. Lakota, M[iran], University of Maribor, Faculty of Agriculture and Life Sciences, Pivola 10, SI-2311, Hoce, Slovenia, peter.vindis@uni-mb.si, denis.stajnko@uni-mb.si, peter.berk@uni-mb.si, miran.lakota@uni-mb.si

Tab. 1. Data of heating device of garden 1 and garden 2 Heating device of garden 1 Type of heating device Froling Turbomat Year of manufacture 2009 Rated power of boiler 220 kW Max. pressure 3 bar Fuel thermal output 240 kW Max. working temperature 95 [degrees]C Max. temperature 110 [degrees]c Amount of 570 l water Heating device of garden 2 Type of heating device D'alessandro termomeccanica csa Year of manufacture 2007 Rated power of boiler 180 kW Max. pressure 3 bar Fuel thermal output 218 KW Max. working temperature 90 [degrees]C Max. temperature 120 [degrees]C Amount of 500 l water Tab. 2. Heat losses of plastic greenhouses of garden 1 Type of greenhouse [L.sub.D] [L.sub.S] [H.sub.T] [W/K] [W/K] [W/K] Plastic greenhouse 1 / / / Plastic greenhouse 2 2881,02 315,00 3196,02 Plastic greenhouse 3 2524,09 283.50 2807,59 Plastic greenhouse 4 2524,09 283.50 2807,59 Plastic greenhouse 5 / / / Plastic greenhouse 6 / / / Plastic greenhouse 7 1248,64 150,00 1398,64 Plastic greenhouse 1-7 Type of greenhouse [H.sub.V] H [summation] A [W/K] [W/K] [[m.sup.2] Plastic greenhouse 1 / / Plastic greenhouse 2 29,77 3225,79 Plastic greenhouse 3 25,20 2832,79 Plastic greenhouse 4 25,20 2832,79 Plastic greenhouse 5 / / Plastic greenhouse 6 / / Plastic greenhouse 7 14,17 1412,81 Plastic greenhouse 1-7 688 Tab. 3. Total heat losses of garden 1 Type of greenhouse Qi [kW] Plastic greenhouse 2 364,84 Plastic greenhouse 3 1237,36 Plastic greenhouse 4 891,76 Plastic greenhouse 7 703,30 Q = [summation] [Q.sub.I] 3197,26 Tab. 4. Consumption of wood biomass in garden 1 Consumption of wood Consumption of wood biomass [kg] biomass [[m.sup.3]] 19.183,56 27,40 Tab. 5. Total heat loss per unit volume of individual plastic greenhouses of garden 1 Type of greenhouse Volume [[m.sup.3]] Total heat loss [kW] Plastic greenhouse 2 893 364,84 Plastic greenhouse 3 756 1237,36 Plastic greenhouse 4 756 891,76 Plastic greenhouse 7 425 703,30 Type of greenhouse Total heat loss per unit volume [kW/[m.sup.3]] Plastic greenhouse 2 0,41 Plastic greenhouse 3 1,64 Plastic greenhouse 4 1,18 Plastic greenhouse 7 1,65 Tab. 6. Fuel consumption per unit volume Type of greenhouse Total The calculated volume [[m.sup.3]] fuel consumption [kg] Plastic greenhouse 2830,00 19.183,56 Type of greenhouse Fuel consumption [kg] The calculated fuel consumption /unit volume [kg/[m.sup.3]] Plastic greenhouse 20.300,00 6,78 Type of greenhouse Fuel consumption / unit volume [kg/[m.sup.3]] Plastic greenhouse 7,17 Tab. 7. Comparison of total heat loss per unit volume in both gardens Type of greenhouse V [[m.sup.3]] Q [kW] Ek [kW/[m.sup.3]] Garden 1 2830 3.197,26 1,12 Garden 2 6555 8.045,60 1,22 Tab. 8. comparison of consumed wood biomass in kilograms and cubic meters in both gardens Type of greenhouse [m.sub.g] [kg] [m.sub.p] [kg] Garden 1 19.183,56 20.300,00 Garden 2 48.273,58 49.700,00 Type of greenhouse [M.sub.g] [M.sub.p] [kg/[m.sup.3]] [kg/m3] Garden 1 6,78 7,17 Garden 2 7,36 7,58 Type of greenhouse The calculated fuel Fuel consumption [[m.sup.3]] consumption [[m.sup.3]] Garden 1 27,40 29,00 Garden 2 68,97 71,00

Printer friendly Cite/link Email Feedback | |

Author: | Vindis, P.; Lakota, M.; Berk, P.; Stajnko, D. |
---|---|

Publication: | DAAAM International Scientific Book |

Date: | Jan 1, 2012 |

Words: | 3398 |

Previous Article: | Optimal design of reconfigurable flow lines. |

Next Article: | Solution to the problem control of a distributed parameter process. |

Topics: |