Home / Examples / Thermal Analysis [Watt] / Example 7: Heat Radiation by Forced Convection (Steady-State Analysis)

Example 7: Heat Radiation by Forced Convection (Steady-State Analysis)


General

 

Analysis Space

Item

Settings

Analysis Space

3D

Model Unit

mm

 

Analysis Conditions

Item

Settings

Solver

Thermal Analysis [Watt]

Analysis Type

Steady-state Analysis

Options

N/A

Model

The substrate (VOL1) and the heat source (VOL2) are created as solid bodies, and the heat amount is defined in the body attribute of VOL2.

The heat transfer coefficients for the top and bottom faces of the substrate and the top face of the heat source are calculated by the simplified equation and set to them.

Body Attributes and Materials

Body Number/Type

Body Attribute Name

Material Name

0/Solid

VOL1

006_Glass_epoxy *

1/Solid

VOL2

001_Alumina *

* Available from the material DB

 

The heat source of VOL2 is set up as follows.

Body Attribute Name

Tab

Settings

VOL2

Heat Source

1 [W]

Boundary Conditions

The heat transfer coefficients for the forced convection are calculated as follows. See [Heat Transfer Coefficient for Forced Convection] for more information.

To acquire it automatically, see [Ex.1 of Simple Fluid-Thermal Analysis].
 

h = 3.86 x (V/L)0.5 x C [W/m2/deg]

 

where

Air flow V=1 [m/s]

Top and Bottom Faces of Substrate (VOL1): Typical length L=0.05, C=1 -> h=17.26
Top Face of Heat Source (VOL2): Typical length L=0.02, L'=0.015, C=1 * -> h=27.3

 

*

The thickness (d) of the speed boundary layer at the edges of the heat source is calculated as follows

 

δ=0.0182 x (L’/V)0.5= 2.3 [mm]

 

This is close enough to the thickness of heat source, so we set C=1.

 

Boundary Condition Name/Topology

Tab

Boundary Condition Type

Settings

BC1/Face

Thermal

Heat Transfer: Convection

Heat Transfer Coefficient: 27.3 [W/m2/deg]

Ambient Temperature: 25 [deg]

BC2/Face

Thermal

Heat Transfer: Convection

Heat Transfer Coefficient: 17.26 [W/m2/deg]

Ambient Temperature: 25 [deg]

Results

The temperature distribution is shown below.

 

A cross section's temperature distribution is shown below.