Please answer all the questions ( Problem 1 and 2 ) clearly !
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Please answer all the questions ( Problem 1 and 2 ) clearly
!
Problem 1 y...
A two-dimensional rectangular plate is subjected to prescribed boundary conditions. Using the results of the exact...
A two-dimensional rectangular plate is subjected to prescribed boundary conditions. Using the results of the exact solution for the heat equation presented in Sec- tion 4.2, calculate the temperatures along the mid-plane of the plate (x m at y 0.25, 0.5, and 0.75 m by considering the first five nonzero terms of the infinite series. Assess the error resulting from using only the first three terms of the infinite series y (m) T2-1 50°C T1 = 50°C T 50°C r...
PLEASE ANSWER ALL PARTS OF THE QUESTION: Case1, Case 2: a,b ••• Weekly Comprehensive Assign ® V Weekly Comprehensive Ass...
PLEASE ANSWER ALL PARTS OF THE
QUESTION: Case1, Case 2: a,b
••• Weekly Comprehensive Assign ® V Weekly Comprehensive Assign X + a pp varafy.com/lti/v1p1?custom assignment_revision_resource_id=5dcf22405b33ca000406f4ae&custom_attempt_penalties=0&cust... Q € > c S # D Heat Conduction Heat conduction occurs through any material, represented here by a rectangular bar, whether window glass or walrus blubber. The temperature of the material is T2 on the left and T1 on the right, where T2 is greater than T1. The rate of heat transfer by...
PLEASE ANSWER a,b,c Heat Conduction Heat conduction occurs through any material, represented here by a rectangular...
PLEASE ANSWER a,b,c
Heat Conduction Heat conduction occurs through any material, represented here by a rectangular bar, whether window glass or walrus blubber. The temperature of the material is T2 on the left and T1 on the right, where T2 is greater than T1. The rate of heat transfer by conduction is directly proportional to the surface area A, the temperature difference T2 - T1, and the substance's conductivity k. The rate of heat transfer is inversely proportional to the...
Please, I need the answer for this problem as soon as possible with all the steps...
Please, I need the answer for this problem as soon as possible
with all the steps thanks
USE EES Air Flows over over a flat metal plate at a velocity of 10 m/s. The 3 (а) plate is 0.7 m long and at a temperature of 315 °C. What is the rate of heat transfer required to maintain the plate at 28°C. Assume flow is laminar over the ENTIRE wwwww PLATE 3(b) boundary layer thickness Now calculate the (i) the...
Help me!! Please solve (1) and (2). And I desperately want to know how to solve (2) by using MATLAB. Please teach me Ma...
Help me!! Please solve (1) and (2).
And I desperately want to know how to solve (2) by using
MATLAB. Please teach me Matlab code in detail.
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...
Heat Transfer Please be neat and organized for a thumbs up! Problem 3 Atmospheric air at...
Heat Transfer
Please be neat and organized for a thumbs up!
Problem 3 Atmospheric air at T 300 K and a free stream velocity of u 10 m/s flows over a flat plate L = 2 m long that is maintained at a uniform temperature T-320 K. (a) Calculate the average heat transfer coefficient over the region where the boundary layer is laminar. What is the boundary layer thickness at this location? plate as well as the velocity boundary layer...
Implement an analytical solution for the following problem: Use Liebmann’s method (Gauss-Seidel) to solve for the...
Implement an analytical solution for the following
problem:
Use Liebmann’s method (Gauss-Seidel) to solve for the
temperature of the heated plate in the figure. Employ
overrelaxation with a value of 1.5 for the weighting factor and
iterate to εs
= 10%. Then find
the rate of heat flux (q) across the plate’s surface at the points
shown. Assume that the plate is 40 Χ 40 cm and is made out
of aluminum with the coefficient of thermal conductivity K= 0.5...
Problem 1 (30pts.): A silver plate of thickness 0.5m and surface area As-1000m2 on each side,...
Problem 1 (30pts.): A silver plate of thickness 0.5m and surface area As-1000m2 on each side, has density ρ= 10500kg/m3, heat capacity Cp-235J/kg-K and thermal conductivity k -429W/m - K, and experiences convection on both sides, with a convective heat transfer coefficient h- 20W/m' -K and To-20°C. The initial temperature of the h. T. silver plate is T, - 50°C. If the properties of air are p - 1kg/m3, cp 1kJ/kg K and k- 26.3 x 10-3W/m-K, find t of-10°C...
Implement an analytical solution for the following problem: Use Liebmann’s method (Gauss-Seidel) to solve for the...
Implement an analytical solution for the following
problem:
Use Liebmann’s method (Gauss-Seidel) to solve for the
temperature of the heated plate in the figure. Employ
overrelaxation with a value of 1.5 for the weighting factor and
iterate to εs
= 10%. Then find
the rate of heat flux (q) across the plate’s surface at the points
shown. Assume that the plate is 40 Χ 40 cm and is made out
of aluminum with the coefficient of thermal conductivity K= 0.5...
ONLY NEED THE SOLUTION TO PARTS E AND F!!!!!!! PLEASE Analyzing a Fin Consider an infinitely...
ONLY NEED THE SOLUTION TO PARTS E AND F!!!!!!! PLEASE
Analyzing a Fin Consider an infinitely long fin with a square cross section with 5mm. The base of the fin is held at a fixed temperature of To = 100°C and air is passing by the fin at T = 20°C with a convective heat transfer coefficient of h - 55 W/m-K. The fin is made from aluminum with a thermal conductivity of k- 180 W/mK. T. = 20°C n...
A two-dimensional rectangular plate is subjected to prescribed boundary conditions. Using the results of the exact solution for the heat equation presented in Sec- tion 4.2, calculate the temperatures along the mid-plane of the plate (x m at y 0.25, 0.5, and 0.75 m by considering the first five nonzero terms of the infinite series. Assess the error resulting from using only the first three terms of the infinite series y (m) T2-1 50°C T1 = 50°C T 50°C r...
PLEASE ANSWER ALL PARTS OF THE
QUESTION: Case1, Case 2: a,b
••• Weekly Comprehensive Assign ® V Weekly Comprehensive Assign X + a pp varafy.com/lti/v1p1?custom assignment_revision_resource_id=5dcf22405b33ca000406f4ae&custom_attempt_penalties=0&cust... Q € > c S # D Heat Conduction Heat conduction occurs through any material, represented here by a rectangular bar, whether window glass or walrus blubber. The temperature of the material is T2 on the left and T1 on the right, where T2 is greater than T1. The rate of heat transfer by...
PLEASE ANSWER a,b,c
Heat Conduction Heat conduction occurs through any material, represented here by a rectangular bar, whether window glass or walrus blubber. The temperature of the material is T2 on the left and T1 on the right, where T2 is greater than T1. The rate of heat transfer by conduction is directly proportional to the surface area A, the temperature difference T2 - T1, and the substance's conductivity k. The rate of heat transfer is inversely proportional to the...
Please, I need the answer for this problem as soon as possible
with all the steps thanks
USE EES Air Flows over over a flat metal plate at a velocity of 10 m/s. The 3 (а) plate is 0.7 m long and at a temperature of 315 °C. What is the rate of heat transfer required to maintain the plate at 28°C. Assume flow is laminar over the ENTIRE wwwww PLATE 3(b) boundary layer thickness Now calculate the (i) the...
Help me!! Please solve (1) and (2).
And I desperately want to know how to solve (2) by using
MATLAB. Please teach me Matlab code in detail.
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...
Heat Transfer
Please be neat and organized for a thumbs up!
Problem 3 Atmospheric air at T 300 K and a free stream velocity of u 10 m/s flows over a flat plate L = 2 m long that is maintained at a uniform temperature T-320 K. (a) Calculate the average heat transfer coefficient over the region where the boundary layer is laminar. What is the boundary layer thickness at this location? plate as well as the velocity boundary layer...
Implement an analytical solution for the following
problem:
Use Liebmann’s method (Gauss-Seidel) to solve for the
temperature of the heated plate in the figure. Employ
overrelaxation with a value of 1.5 for the weighting factor and
iterate to εs
= 10%. Then find
the rate of heat flux (q) across the plate’s surface at the points
shown. Assume that the plate is 40 Χ 40 cm and is made out
of aluminum with the coefficient of thermal conductivity K= 0.5...
Problem 1 (30pts.): A silver plate of thickness 0.5m and surface area As-1000m2 on each side, has density ρ= 10500kg/m3, heat capacity Cp-235J/kg-K and thermal conductivity k -429W/m - K, and experiences convection on both sides, with a convective heat transfer coefficient h- 20W/m' -K and To-20°C. The initial temperature of the h. T. silver plate is T, - 50°C. If the properties of air are p - 1kg/m3, cp 1kJ/kg K and k- 26.3 x 10-3W/m-K, find t of-10°C...
Implement an analytical solution for the following
problem:
Use Liebmann’s method (Gauss-Seidel) to solve for the
temperature of the heated plate in the figure. Employ
overrelaxation with a value of 1.5 for the weighting factor and
iterate to εs
= 10%. Then find
the rate of heat flux (q) across the plate’s surface at the points
shown. Assume that the plate is 40 Χ 40 cm and is made out
of aluminum with the coefficient of thermal conductivity K= 0.5...
ONLY NEED THE SOLUTION TO PARTS E AND F!!!!!!! PLEASE
Analyzing a Fin Consider an infinitely long fin with a square cross section with 5mm. The base of the fin is held at a fixed temperature of To = 100°C and air is passing by the fin at T = 20°C with a convective heat transfer coefficient of h - 55 W/m-K. The fin is made from aluminum with a thermal conductivity of k- 180 W/mK. T. = 20°C n...
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