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Help me!! Please solve (1) and (2). And I desperately want to know how to solve (2) by using MATLAB. Please teach me Ma...
l missed an important information about block. So I upload again my question... please solve (3) and (4). I f I use a p...
l missed an important information about block. So I upload
again my question... please solve (3) and (4). I f I use a program
to solve it, please teach me the name of program and the method.
please teach me in detail. thank you :)
a rectangular shape Aluminum block(L=10mm, D=3mm) has well
insulated top and bottom. The left surface has thermal boundary
condition, and the right surface has convection boundary
condition.
* the surface temperature Ts=100℃, the ambient air...
You will need to use program like Matlab. The upper and lower sides of the rectangular aluminum block(L-10mm, D-3mm)...
You will need to use program like Matlab.
The upper and lower sides of the rectangular aluminum block(L-10mm, D-3mm) are insulated as shown below. The left and right sides have temperature boundary conditions and convective boundary conditions, respectively. Surface temperature T 100 C, Outside te Heat transfer coefficent h 120W/(m2k) mperatureT -20 C Alumium thermal conductivity K-220 W ( Specific heat C-896J/ (kg K) k), density p 2707kg/m3, Assuming the aluminum block is a two-dimensional shape, calculate the temperature on...
The upper and lower sides of the rectangular aluminum block L-10mm, D 3mm) are insulated as shown below. The left and r...
The upper and lower sides of the rectangular aluminum block L-10mm, D 3mm) are insulated as shown below. The left and right sides have temperature boundary conditions and convective boundary conditions, respectively Surface temperature T 100 C, Outside temperature T-20 C Heat transfer coefficent h 120W/(m2 k) Alumium thermal conductivity K-220 W/(m k), density p-2707kg/m Specific heat C896J/(kg K) Assuming the aluminum block is a two-dimensional shape, calculate the temperature on the plane(x-y) as follows. 1) Calculate the temperature of...
a rectangular shape Aluminum block (L=10mm, D=3mm) has well insulated top and bottom. The left surface has thermal bou...
a rectangular shape Aluminum block (L=10mm, D=3mm) has well
insulated top and bottom. The left surface has thermal boundary
condition, and the right surface has convection boundary
condition.
* the surface temperature Ts=100℃, the ambient air temperature
Ta=20℃, heat transfer coefficient h=120 W/(m^2*K)
* thermal conductivity of Aluminum = 220 W/m*K, density of
Aluminum= 2707kg/m^3, specific heat of Aluminum= 896J/kg*K
Assume Aluminum block in a two-dimensional shape. and find
temperature on x-y plane as follows.
Question) Solve it by using...
Please post with matlab code asap! 1- Temperature distribution in a part of a heat exchanger...
Please post with matlab code asap!
1- Temperature distribution in a part of a heat exchanger in the steady state condition should be determined. The part is shown in Figure-l has a thermal conductivity of k-25W/m.K and dimensions and boundary conditions are specified in Figure-1 and Figure-2 respectively Develop a computer code to find the temperature distribution in the part (use Δ-Δ-1 mm). Under operating conditions for which ho-1000 W/m2K, T-o-1 700 K. h= 200 W/m2 K, and T 400...
please help explain in full detail and please solve using matlab if possible. thank you very...
please help explain in full detail and please solve using
matlab if possible. thank you very much!!
Two-Dimensional Steady Conduction - Gas turbine Engine Technologies (Gas Turbine Blades) A major objective in advancing gas turbine engine technologies is to increase the temperature limit associated with operation of the gas turbine blades. This limit determines the permissible turbine gas inlet temperature, which in turn, strongly influences overall system performance. In addition to fabricating turbine blades from special, high temperature, high-strength super...
Problem 1: A metallic fin of length is attached to a hot surface (at To) and is exposed to cold a...
Problem 1: A metallic fin of length is attached to a hot surface (at To) and is exposed to cold air at To. The temperature at the end of the fin is T1. The governing equation for the temperature along the length of the fin is given below where h is the heat transfer coefficient, k is the thermal conductivity of metal, P is the perimeter of the fin, and A is the cross-sectional area of the fin. (a) Do...
SOLVE USING MATLAB WITH THE ODE solver ‘ode45’ pcv) is sall comparedto h 5. 5.10 A...
SOLVE USING MATLAB WITH THE ODE solver ‘ode45’
pcv) is sall comparedto h 5. 5.10 A flaked cereal is of thickness 2L = 1.2 mm. The density, specific heat, and thermal conductivity of the flake are ,-700 kg/m3, dp-2400 J/kg . K, and k 0.34 W/m-K, respectively. The product is to be baked by increasing its temperature from T = 20°C to T, 220°C in a convec- tion oven, through which the product is carried on a con- veyor. If...
With the help of EES: a) Solve Example 1.6 (Part 1) in the book for a...
With the help of EES: a) Solve Example 1.6 (Part 1) in the book for a person in still air at T.Tm.-295 K. b) Repeat part (a) while varying T and T from 295 K to 260 K with an increment of 5 K, and plot the surface temperature T' verses Tsur. c) Repeat part (a) while varying h from 2 to 10 W/m-K with an increment of 2 W/m-K, and plot the surface temperature T, verses h. 1.6 The...
This is for the subject of Heat Transfer. Any clues on how to solve this would...
This is for the subject of Heat Transfer. Any clues on how to
solve this would be greatly appreciated thanks
2 [ABET]) An electric cable of radius ri andTaur thermal conductivity ke is enclosed by an insulating sleeve whose outer surface is of radius r2 and experiences convection heat transfer and radiation exchange with the adjoining air and large surroundings, respectively. When electric current passes through the cable, thermal energy is generated within the cable at a volumetric rate q....
l missed an important information about block. So I upload
again my question... please solve (3) and (4). I f I use a program
to solve it, please teach me the name of program and the method.
please teach me in detail. thank you :)
a rectangular shape Aluminum block(L=10mm, D=3mm) has well
insulated top and bottom. The left surface has thermal boundary
condition, and the right surface has convection boundary
condition.
* the surface temperature Ts=100℃, the ambient air...
You will need to use program like Matlab.
The upper and lower sides of the rectangular aluminum block(L-10mm, D-3mm) are insulated as shown below. The left and right sides have temperature boundary conditions and convective boundary conditions, respectively. Surface temperature T 100 C, Outside te Heat transfer coefficent h 120W/(m2k) mperatureT -20 C Alumium thermal conductivity K-220 W ( Specific heat C-896J/ (kg K) k), density p 2707kg/m3, Assuming the aluminum block is a two-dimensional shape, calculate the temperature on...
The upper and lower sides of the rectangular aluminum block L-10mm, D 3mm) are insulated as shown below. The left and right sides have temperature boundary conditions and convective boundary conditions, respectively Surface temperature T 100 C, Outside temperature T-20 C Heat transfer coefficent h 120W/(m2 k) Alumium thermal conductivity K-220 W/(m k), density p-2707kg/m Specific heat C896J/(kg K) Assuming the aluminum block is a two-dimensional shape, calculate the temperature on the plane(x-y) as follows. 1) Calculate the temperature of...
a rectangular shape Aluminum block (L=10mm, D=3mm) has well
insulated top and bottom. The left surface has thermal boundary
condition, and the right surface has convection boundary
condition.
* the surface temperature Ts=100℃, the ambient air temperature
Ta=20℃, heat transfer coefficient h=120 W/(m^2*K)
* thermal conductivity of Aluminum = 220 W/m*K, density of
Aluminum= 2707kg/m^3, specific heat of Aluminum= 896J/kg*K
Assume Aluminum block in a two-dimensional shape. and find
temperature on x-y plane as follows.
Question) Solve it by using...
Please post with matlab code asap!
1- Temperature distribution in a part of a heat exchanger in the steady state condition should be determined. The part is shown in Figure-l has a thermal conductivity of k-25W/m.K and dimensions and boundary conditions are specified in Figure-1 and Figure-2 respectively Develop a computer code to find the temperature distribution in the part (use Δ-Δ-1 mm). Under operating conditions for which ho-1000 W/m2K, T-o-1 700 K. h= 200 W/m2 K, and T 400...
please help explain in full detail and please solve using
matlab if possible. thank you very much!!
Two-Dimensional Steady Conduction - Gas turbine Engine Technologies (Gas Turbine Blades) A major objective in advancing gas turbine engine technologies is to increase the temperature limit associated with operation of the gas turbine blades. This limit determines the permissible turbine gas inlet temperature, which in turn, strongly influences overall system performance. In addition to fabricating turbine blades from special, high temperature, high-strength super...
Problem 1: A metallic fin of length is attached to a hot surface (at To) and is exposed to cold air at To. The temperature at the end of the fin is T1. The governing equation for the temperature along the length of the fin is given below where h is the heat transfer coefficient, k is the thermal conductivity of metal, P is the perimeter of the fin, and A is the cross-sectional area of the fin. (a) Do...
SOLVE USING MATLAB WITH THE ODE solver ‘ode45’
pcv) is sall comparedto h 5. 5.10 A flaked cereal is of thickness 2L = 1.2 mm. The density, specific heat, and thermal conductivity of the flake are ,-700 kg/m3, dp-2400 J/kg . K, and k 0.34 W/m-K, respectively. The product is to be baked by increasing its temperature from T = 20°C to T, 220°C in a convec- tion oven, through which the product is carried on a con- veyor. If...
With the help of EES: a) Solve Example 1.6 (Part 1) in the book for a person in still air at T.Tm.-295 K. b) Repeat part (a) while varying T and T from 295 K to 260 K with an increment of 5 K, and plot the surface temperature T' verses Tsur. c) Repeat part (a) while varying h from 2 to 10 W/m-K with an increment of 2 W/m-K, and plot the surface temperature T, verses h. 1.6 The...
This is for the subject of Heat Transfer. Any clues on how to
solve this would be greatly appreciated thanks
2 [ABET]) An electric cable of radius ri andTaur thermal conductivity ke is enclosed by an insulating sleeve whose outer surface is of radius r2 and experiences convection heat transfer and radiation exchange with the adjoining air and large surroundings, respectively. When electric current passes through the cable, thermal energy is generated within the cable at a volumetric rate q....
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