A rectangular plate (0.1 m x 0.01 m) is subjected to a one-dimensional
sinusoidal variation of temperature at its right-hand end, constant temperature at its left-hand
end, and a uniform initial temperature. Determine its temperature at x = 0.09 m.

In the figure, ω/2π =
0.0125 Hz, θ = 0, a = 1000.
The Y dimension of the
model is selected arbitrarily because the problem is one dimensional.
File Name
|
Open drive
letter:\Users\Public\Public Documents\SOLIDWORKS\SOLIDWORKS
version\samples\Simulation
Examples\Verification\NAFEMS_Thermal_Test5.SLDPRT.
|
Study Type
|
Thermal (transient thermal analysis)
|
Shell Parameters
|
Shell thickness = 0.01 m - Thick shell formulation
|
Mesh Size
|
Set Global Size to 0.0025 m.
|
Material Properties
|
- Density (ρ) = 2300 kg/m3
- Thermal Conductivity (K) = 1 W/mK
- Specific Heat (C) = 985 J/kgK
|
Results
Define a Workflow
Sensitive sensor at the target location, and use the
Probe tool to list the temperature.
|
NAFEMS |
SOLIDWORKS
Simulation |
Target location |
|
|
x = 0.09 m |
94.69 °C |
94.45 °C |
Reference
NAFEMS Publication P16, The International Association for the Engineering
Analysis Community,
"Benchmark
Tests for Thermal Analysis", Test 5, YR3087, VOL. 2, 1986.