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JEE Main 2026 Preparation: Question Papers, Solutions, Mock Tests & Strategy Unacademy » JEE Study Material » Physics » Coriolis Force Derivation

Coriolis Force Derivation

In this article, we study about coriolis force derivation, coriolis force origin, Coriolis force derivation pdf, and more.

Table of Content
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Lorem ipsum dolor sit amet, consectetur adipiscing elit. Ut elit tellus, luctus nec ullamcorper mattis, pulvinar dapibus leo.The Coriolis force is an inertial or fictitious force that acts on moving objects in a frame of reference that rotates with regard to an inertial frame in physics. The force applies to the left of the object’s motion in a reference frame with a clockwise rotation. The force acts to the right in ones that rotate anticlockwise (or counterclockwise). The Coriolis effect is the resulting deflection of an object due to the Coriolis force.

In most elementary textbooks, we are taught that centrifugal force does not exist. When a satellite orbits the Earth, it is not held in balance by two equal and opposing forces: gravity acting towards the Earth and centrifugal force acting outwards. The satellite is actually accelerating (centripetal acceleration), according to the theory; there is only one force, which is equal to the mass times the centripetal acceleration.

Yet, when we drive too fast around a corner and are hurled away from our path’s centre of curvature, the centrifugal force surely feels real enough, and we can solve problems involving rotating coordinate systems as if centrifugal force “truly” existed.

Coriolis Force origin

The motion of an object in an inertial (non-accelerating) frame of reference is described by Newton’s equations of motion. The Coriolis and centrifugal accelerations occur when Newton’s laws are applied to a rotating frame of reference. When applied to mass objects, the relative forces are proportional to the mass of the object. The Coriolis force has a magnitude proportional to the rotation rate, while the centrifugal force has a magnitude proportional to the square of the rotation rate.

The speed of an object determines the Coriolis force in a rotating frame and operates in a direction perpendicular to two quantities: the rotating frame’s angular velocity relative to the inertial frame and the body’s velocity related to the rotating frame (more precisely, to the component of its velocity that is perpendicular to the axis of rotation).The centrifugal force works in a radial direction and is proportional to the body’s distance from the rotating frame’s axis. Inertial forces, fake forces, or pseudo forces are the names given to these additional forces. Newton’s equations of motion can be applied to the rotating system as if it were an inertial system by introducing these fictional forces to a rotating frame of reference; these forces are correction factors that are not required in a non-rotating system.

Coriolis Force derivation pdf

Initially, the Coriolis force 

depicts the trajectory of a hockey puck in a rotating reference frame when no external forces are present, that is, when the puck goes in a straight line with constant velocity in the beginning frame.

Conclusion

The Coriolis force accelerates the puck to the right in the rotating reference frame, resulting in spiral trajectories. The apparent convoluted trajectories are due to the observer being in the rotating frame, which causes the moving puck’s straight inertial-frame trajectories to spiral in the rotating frame.

The Coriolis force is what causes winds in the northern hemisphere to circulate in an anticlockwise manner around low-pressure areas. Many activities on Earth, such as ballet dancing, ice skating, acrobatics, nuclear and molecular rotation, and missile motion, are affected by it. 

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Frequently Asked Questions

Get answers to the most common queries related to the JEE Examination Preparation.

Simply put, what is the Coriolis force?

Ans: A result of the rotation of the earth When air is set in motion b...Read full

Short note on Coriolis force.

Ans: The effect is named after Gaspard-Gustave de Coriolis, a French mathematician and physicist. ...Read full

What Do You Mean When You Say Different Parts of the Earth Move at Different Rates?

Ans: One rotation of the Earth takes 24 hours. It would take 24 hours to move a foot to the right of the North or So...Read full

So, how does this stop things from moving in a straight line?

Ans: Consider the following scenario: You are on a train travelling at peak speed and you are passing a train travel...Read full

Ans: A result of the rotation of the earth

When air is set in motion by the pressure gradient force, it deviates from its intended course, as observed by an observer on the ground. The “Coriolis force” is a product of the earth’s rotation and causes this apparent deviation.

Ans: The effect is named after Gaspard-Gustave de Coriolis, a French mathematician and physicist.

Weather patterns, ocean currents, and even air travel are all influenced by it. Many people have never heard of the Coriolis Effect, and even fewer have grasped its significance. In simple terms, the Coriolis Effect causes anything moving vast distances around the Earth (such as planes or air currents) to appear to move in a circle rather than a straight line.

It’s a strange occurrence, but the reason is simple: the Earth moves at different rates in different places of the globe.

Ans: One rotation of the Earth takes 24 hours. It would take 24 hours to move a foot to the right of the North or South Pole in a circle that is about six feet in circumference if you were standing a foot to the right of the North or South Pole. That translates to around 0.00005 miles per hour.

When you go down to the equator, though, things change. The Earth still rotates in 24 hours, but this time we are crossing the complete circle of the planet, which is around 25,000 miles long. Simply standing there, you are going at nearly 1040 miles per hour.

Ans: Consider the following scenario: You are on a train travelling at peak speed and you are passing a train travelling at a slower speed. On this slower train, you can see a soccer goal for some inexplicable reason. You’re always prepared, so you have a soccer ball on hand and want to make a spectacular trick shot.

When you are even with the slower train, you take an unbelievable shot directly towards the goal. The ball wanders to the side and misses the net, despite your dead-on aim. Because the ball is travelling not only in the direction of the goal, but also in the direction (and speed) of your train, this is the case.

Let’s imagine that these trains are the Earth at various latitudes, and then add a fourth red train. Consider the two red trains to represent the northern and southern tropics, respectively, and the blue train to represent the equator. The red trains travel at a slower pace than the blue ones. Keep in mind that the further you are from the equator, the slower you will travel.

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