Inertial and non inertial frame of reference

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An inertial frame of reference is one where the law of inertia applies, meaning objects in motion remain in motion unless acted upon by an external force. In contrast, a non-inertial frame of reference is accelerating, causing the law of inertia to not hold true. For example, when a car moves at a constant speed in a straight line, it represents an inertial frame, while accelerating or turning creates a non-inertial frame. Observations, such as a helium balloon's string tilting during acceleration, illustrate these concepts. Understanding these frames is essential for grasping basic physics principles.
officialmanojsh
When I was surfing on a group in Facebook, I found two concepts very difficult to understand by reading the discussions in comments. Those concepts are inertial and non inertial frame of reference. Please make me understand these two concepts in simple words. Please don't suggest links as I can't understand complex and new English words in a sentence. So please help me understand. :)
 
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An inertial frame of reference is a coordinate system in which the law of inertia is valid. If a coordinate system is accelerating then the law of inertia is not valid within the system and is therefore a non-inertial frame.
 
officialmanojsh said:
When I was surfing on a group in Facebook, I found two concepts very difficult to understand by reading the discussions in comments. Those concepts are inertial and non inertial frame of reference. Please make me understand these two concepts in simple words. Please don't suggest links as I can't understand complex and new English words in a sentence. So please help me understand. :)
If you are in a car and the car is traveling straight ahead at a constant speed, then you are in an inertial frame of reference. If you are holding the string from a helium balloon in your hand, the string will be vertical, and the balloon will stay where it is.

If you are in a car, and the car is accelerating forward or traveling around a curve, then you are in an accelerating, non-inertial frame of reference. During the time that either of these accelerations is occurring, the string on the balloon will not be vertical. In the case where you are accelerating forward, the balloon will move toward the back, and in the case where you are going around a right turn, the balloon will move toward the left.

Chet
 
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brainpushups said:
An inertial frame of reference is a coordinate system in which the law of inertia is valid. If a coordinate system is accelerating then the law of inertia is not valid within the system and is therefore a non-inertial frame.
Chestermiller said:
If you are in a car and the car is traveling straight ahead at a constant speed, then you are in an inertial frame of reference. If you are holding the string from a helium balloon in your hand, the string will be vertical, and the balloon will stay where it is.

If you are in a car, and the car is accelerating forward or traveling around a curve, then you are in an accelerating, non-inertial frame of reference. During the time that either of these accelerations is occurring, the string on the balloon will not be vertical. In the case where you are accelerating forward, the balloon will move toward the back, and in the case where you are going around a right turn, the balloon will move toward the left.

Chet
What does law of inertia say ?
 
officialmanojsh said:
What does law of inertia say ?
If a body is traveling in a straight line at constant speed, it is experiencing no net external force. But why do I have to tell you this? Why can't you just Google "law of inertia" and find out for yourself? Or look in you textbook?

Chet
 
I built a device designed to brake angular velocity which seems to work based on below, i used a flexible shaft that could bow up and down so i could visually see what was happening for the prototypes. If you spin two wheels in opposite directions each with a magnitude of angular momentum L on a rigid shaft (equal magnitude opposite directions), then rotate the shaft at 90 degrees to the momentum vectors at constant angular velocity omega, then the resulting torques oppose each other...

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