Heat transfer analysis using ANSYS workbench Assessment

1. Problem-Dental implant

You are working on the design of a new dental implant with Zirconia material as shown in figure 1. Your task is to perform a thermal analysis of the implant. The implant is of hollow cylindrical shape with variable diameter.
The geometries of the hollow cylinder include a through-hole of 2 mm diameter; 6 mm diameter and 2 mm height of short cylinder; and 4 mm diameter and 10 mm height of long cylinder. Assume that the thermal conductivity of Zirconia is 5 W/ (m.K). The top surface of the implant is at 20 degree centigrade and bottom surface is 37 degree centigrade.

*The report should include:

• Introduction to heat transfer. Equations governing conduction heat transfer. Application of heat transfer to problems in the cohort.
• A brief overview of the problem, particularly the commonly used materials for the problem and comparison of thier thermal conductivity values.
• A brief overview of steps you use in performing a steady-state thermal analysis in ANSYS Workbench, accompanied with appropriate screenshots of every steps from the beginning of the steady-state thermal analysis in workbench to the end steps. The screenshots could be more that 10 therefore extra screenshots can placed in the appendix section.
• Every screenshot needs to be marked with name of the step and explanation
• Write equations and calculations clearly

2. Simulation results and discussion

a. You should present the Simulation results (graphs) of two different meshes (element size)

b. You need to generate meshes with tetrahedral elements

c. You should compare numerical results with analytical results, where appropriate.

d. You should discuss how you can improve this design and analysis further.

*Report structure:

• Spelling & Grammar
• Table of content
• Title
• Abstract
• Introduction
• Methodology and use of software
• Materials
• Sketch and dimensions
• 3D geometry
• Meshing
• Boundary conduction
• Results and Discussion
• Contour plots of temperature and heat flux
• Verification with analytical solution
• Conclusion

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