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Question

Which one of the following statements about the Coriolis force is not correct ?

This question was previously asked in
CDS II 2021 General Knowledge Previous Year Paper (14-Nov-2021)
The correct answer is

It deflects the wind to the right direction : in the southern hemisphere.

Understanding the Coriolis Force

The Coriolis force is an apparent force that acts on objects moving within a rotating reference frame. On Earth, this rotating reference frame is the planet itself. The Coriolis force significantly influences the movement of large-scale air and water masses, like winds and ocean currents.

Let's analyze each statement about the Coriolis force to determine which one is not correct.

Analysis of Statements on Coriolis Force Properties

  1. Statement 1: It is maximum at the Poles.

    The magnitude of the Coriolis force is dependent on the speed of the object, the angular velocity of the Earth's rotation, and the sine of the latitude. The formula for the Coriolis force (per unit mass) is approximately:

    \(F_c = 2v\Omega \sin(\phi)\)

    Where:

    • \(v\) is the speed of the object
    • \(\Omega\) is the angular velocity of Earth's rotation
    • \(\phi\) is the latitude

    At the Poles (\(\phi = 90^{\circ}\) or \(-90^{\circ}\)), \(\sin(90^{\circ}) = 1\) and \(\sin(-90^{\circ}) = -1\). Since \(|\sin(\phi)|\) is maximum when \(|\phi| = 90^{\circ}\), the Coriolis force is maximum at the Poles. This statement is correct.

  2. Statement 2: It is absent at the Equator.

    At the Equator (\(\phi = 0^{\circ}\)), \(\sin(0^{\circ}) = 0\). According to the formula \(F_c = 2v\Omega \sin(\phi)\), if \(\sin(\phi) = 0\), the Coriolis force is zero. Therefore, the Coriolis force is absent at the Equator. This statement is correct.

  3. Statement 3: It deflects the wind to the right direction : in the southern hemisphere.

    The direction of deflection due to the Coriolis force depends on the hemisphere. In the Northern Hemisphere, the deflection is to the right of the direction of motion. In the Southern Hemisphere, the deflection is to the left of the direction of motion. This statement claims deflection is to the right in the Southern Hemisphere, which is incorrect.

  4. Statement 4: It deflects the wind to the right direction in the northern hemisphere.

    As mentioned above, in the Northern Hemisphere, the Coriolis force deflects moving objects (like wind) to the right of their intended path. This statement is correct.

Based on the analysis, the statement that is not correct is the one claiming that the Coriolis force deflects the wind to the right in the Southern Hemisphere.

Summary of Coriolis Force Deflection

Hemisphere Direction of Deflection
Northern Hemisphere To the right of motion
Southern Hemisphere To the left of motion

Therefore, the statement "It deflects the wind to the right direction : in the southern hemisphere." is incorrect.

Revision Table: Coriolis Force Facts

Property Description Correct/Incorrect Statement
Magnitude at Poles Maximum Statement 1: Correct
Magnitude at Equator Zero/Absent Statement 2: Correct
Deflection in Northern Hemisphere To the right Statement 4: Correct
Deflection in Southern Hemisphere To the left Statement 3: Incorrect

Additional Information on Coriolis Force

The Coriolis effect is more pronounced for large-scale phenomena like global winds, ocean currents, and the paths of hurricanes. It is generally negligible for small-scale, short-duration events like water draining from a sink, where other forces like viscosity and initial conditions are dominant.

This apparent force arises because a point on the Earth's surface travels faster at the Equator (larger radius of rotation) than at higher latitudes (smaller radius of rotation). As an object moves north or south, it carries its initial eastward velocity. If it moves towards a latitude with a different eastward velocity, the Coriolis effect acts to conserve angular momentum, resulting in the observed deflection.

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Important Questions from Acceleration Analysis

  1. A solid disc of radius r rolls without slipping on the horizontal floor with angular velocity ω and angular acceleration α. The magnitude of acceleration of the point of contact on the disc is

  2. The Coriolis component of acceleration of a slider moving with velocity V on a link having angular velocity ω is

  3. In Klein's construction for reciprocating engine mechanism, the scale of acceleration diagram will be

  4. If a block slides outward on a link at a uniform rate of 30 m/s, while the link is rotating at a constant angular velocity of 50 rad/s counter clockwise, the Coriolis component of acceleration is ___________ m/s2.

  5. A point on a rigid flywheel of radius 750 mm undergoes a uniform linear acceleration of 3 m/s2. The flywheel’s angular acceleration is

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