To compute thermal stresses on a model with a uniform temperature distribution, what types of studies are required?

To compute thermal stresses in a model with a uniform temperature distribution, it's essential to perform both thermal and static studies. When the temperature of a material changes, even if uniformly, it causes it to expand or contract, resulting in thermal stresses. A thermal study assesses how the temperature distribution affects the model, while a static analysis computes the resulting stresses due to the mechanical constraints and material properties.

In this particular scenario, since you are examining the effects of temperature on the material (thermal effects) in conjunction with the static conditions it is subjected to, both analyses are critical for an accurate understanding of the thermal stresses in the model. Therefore, the most appropriate approach involves conducting both thermal and static studies to comprehensively assess the thermal stress situation.