SOLIDWORKS Simulation Thermal Analysis 2021

In SOLIDWORKS Simulation Thermal analysis, we can apply conditions to simulate conduction, convection, and radiation. To understand how our products react to heat, thermal energy and other thermal conditions. In this quick tip, we will revisit the basics of convection coefficients and heat dissipation with a Drone motherboard. We will then show how to apply initial conditions to a transient analysis, from our static thermal analysis. Furthermore, we will apply time curves to our heat input, to simulate a problematic connection, or a pulse input, and see how the thermal energy translates to the rest of the model.
Introduction: 00:34
Thermal Static Analysis: 01:15
Transient Analysis: 06:21
Time Curve (Transient input options): 07:12
Check out our webinar on running Stress Analyses with Thermal Analysis initial conditions and results: • SOLIDWORKS Thermal Str...
SOLIDWORKS Simulation: www.goengineer...
Presenter: John Nikoloff, Application Engineer & Simulation Specialist at GoEngineer
Website: www.goengineer.com
Blog: www.goengineer...
Facebook: / goengineer
Twitter: / goengineer
LinkedIn: / goengineer
Instagram: / goengineer
About GoEngineer
Collaboration and partnership with our customers is at the center of everything we do. With more than 30+ years of experience and thousands of customers in high-tech, medical, machine design, energy, and other industries, GoEngineer provides best-in-class design solutions, carefully selected that are easy to use, manage, and integrate with other platforms. We are also pleased to support Educational communities as the National and Global leader for Colleges, Universities, and schools.

[@alializadeh8195]

Thanx

[@science_engineering]

why specific heat property is related to transient analysys?)

[@EngineerHarris]

Review the Heat Transfer differential equation:
It has three parts:
(1) Variation of Temperature over time
(2) Variation of Temperature over distance or area
(3) Q --> Heat Generation.
Governing Heat Equation:
(1) = (2) + Q
(1) has specific heat and density in the equation.
In steady state analysis - time goes to infinity and that part of the equation disappears. You may want to review the 1D or 2D Heat equations with the steady state assumption (Laplace's equation).
Hope this helps.