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91Ó°ÊÓ

Shearing stress causes change in (A) length (B) breadth (C) shape (D) volume

Short Answer

Expert verified
Shearing stress causes a change in the \(shape\) of a material, not in its length, breadth, or volume. Therefore, the correct answer is (C) shape.

Step by step solution

01

Definition of Shearing Stress

Shearing stress is the force applied parallel or tangential to a surface of a material, causing the layers of the material to slide past each other. It results in a deformation of the material.
02

Effects of Shearing Stress

When shearing stress is applied to a material, it affects the shape of the material but does not change its volume. The deformation caused by shearing stress results in a distortion of the material's shape while the overall volume remains constant.
03

Answer Selection

Based on the understanding of shearing stress and its effects, we can conclude that the correct option is (C) shape. Shearing stress causes change in the shape of the material, not in the length, breadth, or volume.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Deformation and Shearing Stress
Deformation is the alteration of an object's shape or dimensions due to applied forces. When talking about shearing stress, this force acts parallel to the surface, causing layers within a material to shift relative to each other. Hence, deformation under shearing stress occurs without altering the material's volume.
Shearing stress can be visualized as sliding a deck of cards across a table. As a force is applied, the cards shift from their aligned position, indicating a change in shape. However, the overall thickness of the deck remains unchanged, illustrating that volumes stay constant under shearing stress.
In simple terms, shearing stress changes how something looks or sits without changing the amount of space it occupies. Thus, it emphasizes shape modification over volume or length adjustments.
Material Science and Shearing Stress
Material science is the study of the properties and behaviors of materials under various conditions. Understanding how materials respond to different stresses is crucial. Shearing stress is especially important when considering a material's mechanical properties, like strength and ductility, which reflect how it behaves under stress.
Every material has a shearing strength, indicating its capacity to withstand shearing forces before deforming. This threshold is critical in applications ranging from designing buildings to crafting fine electrical components. Knowing this helps engineers select the correct materials for specific applications, ensuring both efficiency and safety.
  • Shearing strength varies between materials, influenced by molecular structure and bonds.
  • Materials with high shearing strength can endure larger forces without permanent deformation.
  • Applications rely on predicting how materials deform, aiding in creating durable and reliable products.
Thus, the study of shearing stress within material science is vital to real-world applications.
Physics Education and Shearing Stress Understanding
Physics education aims to build fundamental comprehension of forces and their effects, making shearing stress an important concept. It teaches how forces impact materials, emphasizing shape changes rather than volume or size adjustments.
Students learn through both theoretical and experimental approaches. For example, demonstrating with models or real-world items like gelatin blocks can effectively show the effects of shearing. These educational methods help ground abstract concepts for students.
  • Theoretical lessons cover the mathematics behind shearing stress and its formulas.
  • Visual demonstrations clarify how materials like rubber or gelatin respond to shearing forces.
  • Simplifying complex ideas into relatable examples assists students in grasping the concept more efficiently.
By integrating such educational techniques, students gain a solid understanding of how and why materials deform under shearing stress, preparing them for more advanced studies or practical applications.

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Most popular questions from this chapter

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