When travelling east, objects are lighter due to the Earth's rotation. This phenomenon is more noticeable at the equator, where the surface of the Earth moves eastwards at a speed of 460 metres per second. As a result, when driving east, the force exerted by a vehicle on the ground is less than when stationary, and driving west increases the force on the road surface. This effect is known as the Eötvös effect and can be observed from the perspective of a rotating frame where the vehicle appears stationary.
What You'll Learn
The Earth's rotation
The Earth rotates eastward on its axis, once approximately every 24 hours. This rotation has a direct impact on the weight of objects travelling east. When an object travels east, it is moving in the same direction as the Earth's rotation, and as a result, the force exerted by the object on the ground is reduced. Conversely, when an object travels west, it is moving against the Earth's rotation, leading to an increased force on the ground.
This phenomenon can be observed at the equator, where the surface of the Earth moves eastward at a speed of approximately 460 metres per second. If an individual drives a vehicle eastward at the equator, their vehicle's force on the ground is diminished compared to when it is stationary. Conversely, driving westward would result in a greater force exerted on the road surface.
The effect on the weight of objects travelling east or west can be calculated using Newton's second law of motion, which states that force is equal to mass times acceleration (F = ma). When an object is thrown or projected, its distance travelled is influenced by two primary forces: gravity and air resistance. While gravity is directly proportional to mass, it becomes less significant when comparing objects with varying masses.
Air resistance, on the other hand, plays a crucial role in determining the distance travelled. It is proportional to the speed of the object and the number of air molecules it encounters, leading to deceleration. By dividing the force of air resistance by the object's mass, we can determine its acceleration. Lighter objects experience greater deceleration, while heavier objects are less affected, allowing them to travel farther.
Additionally, the concept of inertia also comes into play. Inertia refers to an object's resistance to changes in its speed. According to Newton's second law, inertia is directly related to mass. Heavier objects possess greater inertia, enabling them to resist changes in speed more effectively. As a result, they are less influenced by air resistance and can maintain their velocity for longer, ultimately achieving greater distances.
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The force of gravity
On Earth, gravity gives weight to physical objects, and the Moon's gravity is responsible for tides in the oceans. Gravity also has important biological functions, such as guiding the growth of plants and influencing the circulation of fluids in multicellular organisms.
> weight = mass x acceleration due to gravity
The acceleration due to gravity on Earth is 9.8 m/s² and remains constant regardless of an object's mass. This is why two objects of different masses dropped from the same height will hit the ground simultaneously.
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Air resistance
When objects of similar size and mass are thrown with the same force, the heavier object will travel a greater distance. This is because the force of gravity is directly proportional to mass, so gravity does not affect the distance travelled by objects with different masses. The important factor is air resistance, or drag. Drag force is proportional to the speed of the object because the faster an object is moving, the more air molecules it collides with, causing it to slow down. However, drag force is not affected by the mass of the object.
According to Newton's second law of motion, F = ma, where F is force, m is mass, and a is acceleration. So, if two objects of the same size but different masses are thrown at the same speed, both objects will experience a similar drag force, but the lighter object will be more affected by it, slowing down more than the heavier object. This is because the heavy object will experience smaller changes in speed (its acceleration is close to zero), while the light object will slow down a lot (its acceleration is a large negative number).
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Inertia
When considering why objects travelling east are lighter, we must examine the forces at play. An object travelling through the air experiences two forces: gravity and air resistance, or drag. Gravity is directly proportional to mass, so it does not affect the comparison of distances travelled by objects with different masses. Air resistance, on the other hand, is proportional to the speed of the object, as faster-moving objects will bump into more air molecules, causing them to slow down.
The speed of an object is affected by the force acting on it, and this is described by Newton's second law of motion, F = ma (force is equal to mass multiplied by acceleration). When two objects of the same size but different masses are thrown with the same force, the lighter object will be launched at a higher speed because of its lower inertia.
Additionally, when considering the motion of vehicles at the equator, we can look at the perspective of a rotating frame where the vehicle appears stationary. In this frame, there is an outward centrifugal acceleration that changes the apparent weight of an object. As the vehicle's eastward velocity increases, so does the upward acceleration. Conversely, when the vehicle moves westward, the upward acceleration is maximised, increasing the apparent weight.
In summary, the concept of inertia is crucial to understanding how objects resist changes in their speed. Heavier objects have greater inertia and are less affected by air resistance, allowing them to travel farther. When objects are thrown with the same force, lighter objects will have a higher speed due to their lower inertia. Finally, the apparent weight of an object can change depending on its direction of motion relative to the Earth's rotation.
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Newton's second law of motion
Newton's laws of motion describe the relationship between the motion of an object and the forces acting on it. Newton's second law of motion, also known as the law of force, states that the acceleration of an object is dependent on its mass and the amount of force applied. This law can be expressed mathematically as:
> F = m x a
Where:
- F is the force
- M is the mass of the object
- A is the acceleration
This means that the force acting on an object is equal to the product of its mass and its acceleration. In other words, the greater the mass of an object, the greater the force needed to accelerate it, and the greater the force applied, the greater the acceleration of the object.
Newton's second law can be applied to various scenarios, such as understanding the motion of an aircraft or the trajectory of a projectile. It also has practical applications, like calculating the force required to launch a rocket or the acceleration of a car.
Now, let's apply this understanding to the question of why objects are lighter when traveling east. At the equator, the surface of the Earth moves at a speed of 460 meters per second eastward. When an object moves in the same direction as the Earth's rotation (eastward), the force it exerts on the ground is less compared to when it is stationary. This is because the rotation of the Earth is "throwing" the object away from the ground, reducing the force of gravity acting on it. As a result, the object will feel lighter when traveling east. Conversely, when an object moves against the direction of the Earth's rotation (westward), it will exert a greater force on the ground as it has to counteract the rotational force of the Earth.
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Frequently asked questions
Objects are lighter when traveling east due to the centrifugal force created by the Earth's rotation. This force acts in the opposite direction of gravity, making objects seem lighter when moving in the same direction as the Earth's rotation.
The effect is most noticeable at the equator, where the surface of the Earth is moving at its fastest. However, it can be observed at any latitude.
This effect is quite subtle and may not be noticeable in everyday life. However, it can impact the accuracy of precision measurements and experiments that are sensitive to small changes in weight or gravity.
No, the effect applies to all objects within the Earth's gravitational field, including those at higher altitudes. However, the specific calculations may vary depending on the altitude and speed of the object.
Yes, understanding this effect is crucial for space missions and satellite launches. By launching satellites in the same direction as the Earth's rotation, the centrifugal force can be utilized to achieve and maintain orbit more efficiently.