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I. Steady state analysis: Steady state conduction equation in two dimensional cartesian coordinate system is given below: ∂2T∂x2+∂2T∂y2=0 Upon discretizing the spatial derivatives using central difference scheme, we get: Ti+1,j−2Ti,j+Ti−1,jΔx2+Ti,j+1−2Ti,j+Ti,j−1Δy2=0…
GAURAV KATIYAR
updated on 31 Jan 2020
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Week 9 - PCB Thermal Simulation
Aim To create a model for PCB - by importing the PCB layout, library files and traces to ANSYS Icepak - and perform thermal analysis of the same for the following three cases: 1. The model is solved only for conduction, without the components. 2. The model is solved for forced convection with the actual components. 3.…
26 Feb 2021 02:45 PM IST
Week 8 - Natural Convection-II
I. Aim To buid the model for a low-voltage control-panel, as per the given specifications, and perform steady-state thermal analysis of the same. II. Introduction In the current project, the following tasks are performed: 1. The model for a low-voltage control panel is created in ANSYS Icepak using the following given…
11 Jan 2021 09:34 AM IST
Week 7 - Mid-term Project - Natural Convection
I. Aim To design a low voltage control panel, as per the given specifications, and perform thermal analysis of the same. II. Introduction In the current project, the following tasks are performed: 1. The model for a low-voltage control panel is designed in ANSYS Icepak using the following given information: 1.1. The…
01 Jan 2021 09:33 AM IST
Thermal simulation of an electronic enclosure assembly - I
I. Aim To simplify the given CAD model of an electronic enclosure assembly and perform thermal analysis of the same. II. Introduction In the current project, the following tasks are performed: 1. The given CAD model is simplified into an Icepak model using the commands available in ANSYS SpaceClaim. 2. The model is imported…
13 Dec 2020 07:51 AM IST
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