Temperature changes can induce stress in materials due to expansion or contraction, particularly when the material is constrained. When a rod is heated while fixed at both ends, it experiences thermal stress as it attempts to expand but is unable to do so. The relevant equations include axial strain represented as ε = σ/E, with thermal strain added as ε = σ/E + αΔT, where α is the coefficient of thermal expansion and ΔT is the change in temperature. If the bar is fixed, the total strain ε equals zero, allowing for the calculation of the resulting stress. Understanding these principles is crucial for predicting material behavior under varying temperature conditions.