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Compare stress in solid vs. lattice-structured implants.
Geometry:
•	Implant dimensions: 0.15 m × 0.02 m (diameter).
•	Lattice structure: Gyroid (50% porosity).
Material: Titanium (E = 110 GPa, ν = 0.33).
Boundary Conditions:
•	1 kN compressive load simulating body weight.
•	Fixed support at the distal end.
Analysis Steps (SimScale):
1.	Static structural analysis.
2.	Homogenize lattice properties (simplified model).
3.	Compare stress and weight reduction.
Deliverables:
•	Stress distribution in lattice vs. solid.
•	Weight reduction percentage.
Validation: Compare with experimental data on lattice compression. - Copy

A threaded joint is subjected to a tensile load of 5000 N with a temperature of 100 C. The outer surfaces of the treaded joint are applied with convection of 20 W/m2-K, while keeping the other end fixed. Determine the von mises stresses along with the temperature distribution along this threaded joint

Determine the temperature and heat flux distribution over an exhaust pipe made up of aluminum alloy whose inner surfaces are exposed to hot flue gases with a temperature of 2000 C; while the outer surfaces are subjected to a convective film heat transfer coefficient of 20 W/m2-K.

A connecting rod of aluminum alloy is subjected to a tensile force of 5000 N.  Determine the von mises stress and displacement contours and state whether the connecting rod should be used or not?

Determine the temperature and heat flux distribution over a piston block made up of aluminium alloy whose top surface which is exposed to combustion is subjected to a temperature of 2000 C; while the bottom hollow end is subjected to a convective film heat transfer coefficient of 20 W/m2-K.

Determine the temperature and heat flux distribution over a heat sink made up of aluminium alloy whose base is attached on the cpu which is releasing heat flux at the rate of 2000 W/m2. In order to cool it a cooler booster fan blows air for which convective film heat transfer coefficient of 20 W/m2-K is maintained

Determine the von mises stress and displacement for a bridge and state whether it is capable of carrying load of 100 persons at a time considering 100 kg for each person. Assume the material of the bridge as iron, determine the stress concentration regions or areas where there will be more chances of failure

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