If a part is constrained to move and heated, it will develop
Compressive stress
When a material is heated, its temperature increases, which typically causes it to expand in size. This phenomenon is known as thermal expansion. The extent of expansion depends on the material properties, specifically its coefficient of thermal expansion, and the temperature change.
If a part is free to expand when heated, it will do so without developing internal stress. However, the question states that the part is "constrained to move". This means its ability to expand freely is restricted or completely prevented by external constraints.
When the material tries to expand due to heating, but is prevented from doing so by constraints, internal forces are generated within the material. These internal forces resist the attempted expansion. This resistance to deformation (the inhibited thermal expansion) leads to the development of stress within the material.
Let's consider the intended action of the material when heated versus what the constraint forces it to do:
Because the constraints are preventing the material from expanding to its natural size at the elevated temperature, they are effectively forcing the material into a smaller volume than it would occupy if unconstrained. This condition, where a material is forced into a smaller space than its unrestrained state, results in the development of internal forces that are pushing inward, which is characteristic of compressive stress.
Imagine trying to fit an object into a box that is slightly too small for its expanded size. You would have to compress the object to make it fit. Similarly, the constraints compress the heated material, preventing its full thermal expansion.
Based on the above explanation, let's look at the given options:
Therefore, when a part is constrained from movement and heated, the primary stress developed due to the inhibited thermal expansion is compressive stress.
The ratio of longitudinal stress to strain within elastic limit is known as _________.
A rod of uniform cross-section A and length L is deformed by δ, when subjected to a normal force P. The Young’s modulus E of the material is
Which of the following statements is true?
Which of the following statements is true?
Which of the following statements is true?