Home » Mechanical Engineering » Hydraulic Machines

Fluid mechanics: definition of geometric similarity between model and prototype Compare model and prototype for geometric similarity in hydraulic/thermal machinery modeling. Choose the correct statement that defines geometric similarity.

Difficulty: Easy

Correct Answer: They are identical in shape but differ only in size (all linear dimensions are in a constant scale ratio).

Explanation:


Concept

  • Geometric similarity means the model and prototype are the same shape; all corresponding linear dimensions are in a constant ratio (scale). Size may differ, but shape must be identical.
  • Dynamic or kinematic similarity adds matching force/velocity ratios, but those are separate requirements.


Why the other options are incorrect

  • Identical velocities or forces are aspects of kinematic or dynamic similarity, not strictly geometric.
  • Equal size and shape implies the same object, not a scale model.


Final Answer
Identical in shape but different in size according to a constant scale.

← Previous Question Next Question→

Discussion & Comments

No comments yet. Be the first to comment!
Join Discussion