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Question

The science which deals with the action of forces on bodies such that the bodies are at rest is called-

The correct answer is

Statics

Understanding Forces on Bodies at Rest: Statics Explained

The question asks about the branch of science that studies the action of forces on bodies that are specifically at rest. This is a fundamental concept in physics, specifically in mechanics.

Let's look at the given options to understand which one fits this description:

  • Kinematics: This branch of mechanics deals with the motion of bodies without considering the forces that cause the motion. It focuses on displacement, velocity, and acceleration.
  • Statistics: This is a branch of mathematics dealing with the collection, analysis, interpretation, presentation, and organization of data. It is not related to the study of forces on physical bodies.
  • Statics: This is the branch of mechanics that is concerned with the analysis of loads (force, torque, moment) on physical systems in static equilibrium. Static equilibrium means that the system is at rest or moving with a constant velocity (though often primarily focused on bodies at rest), and the forces and moments acting on it are balanced, resulting in zero net force and zero net torque.
  • Dynamics: This branch of mechanics deals with the study of forces and their effect on the motion of bodies. It considers cases where bodies are accelerating (changing velocity).

Based on the definitions, the science which specifically deals with the action of forces on bodies when they are at rest is called Statics.

In Statics, we analyze situations where objects are in equilibrium. This often involves applying Newton's first law of motion, which states that an object will remain at rest or in uniform motion in a straight line unless acted upon by a net external force. For an object at rest, the net external force must be zero. Statics provides the tools to calculate the forces acting on structures or objects to ensure they remain stable and at rest under various loads.

Revision Table: Comparing Branches of Mechanics

Branch of Mechanics Focus Body Condition Considers Forces?
Kinematics Description of motion In motion No (describes motion, not causes)
Statics Analysis of forces/loads At rest or in equilibrium (constant velocity) Yes (forces are balanced)
Dynamics Relationship between forces and motion In motion (accelerating) Yes (forces are unbalanced)

Additional Information: Concepts in Statics

Statics is a crucial subject in engineering and physics. Key concepts studied in Statics include:

  • Forces and Vectors: Representing forces as vectors and performing vector addition to find resultant forces.
  • Moments and Torques: Understanding the rotational effect of forces about a point.
  • Equilibrium: Conditions required for an object to be in static equilibrium ($\Sigma \vec{F} = 0$ and $\Sigma \vec{M} = 0$).
  • Free-Body Diagrams: A critical tool for isolating an object and showing all external forces and moments acting on it.
  • Types of Supports and Reactions: Analyzing how structures are supported (e.g., pins, rollers, fixed supports) and the reaction forces they provide.
  • Trusses and Frames: Analyzing forces in structural elements.
  • Friction: Considering forces that oppose motion or impending motion between surfaces.

Understanding Statics is essential for designing stable structures like buildings, bridges, and machines, ensuring they can withstand the applied loads without moving or collapsing.

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Important Questions from Fluid Dynamics

  1. The coefficient of contraction Cc for an orifice can be determined using other coefficients; discharge and velocity Cv by the relation.

  2. The ratio of the actual discharge from an orifice to the theoretical discharge from the orifice is defined as:

  3. The equation of continuity of flow is applicable when the-

  4. The coefficient of velocity is defined as the ratio of the-

  5. In the analysis of the flow velocity of a fluid for a fixed instant of time, a space curve is drawn so that it is tangent everywhere to the velocity vector, then this curve is usually known as

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