Why Did Einstein Criticize Absolute Velocity in Pre-Relativistic Mechanics?

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In summary, Einstein believed that the concept of absolute velocity was flawed and could not be determined through any proposed or tested hypotheses.
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menniandscience
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hello, this is from article and i can't understand it,

"One can see an analogous sort of indeterminateness at the basis of A. Einstein's (1952, p. 37) complaint against pre-relativistic mechanics and electrodynamics. His criticism was that they lead "to asymmetries which do not appear to be inherent in the phenomena." Whether one assigns an absolute velocity of zero to a conductor and a non-zero velocity to a magnet, or vice versa, the measurable result (current) is the same. Hence, the absolute velocity is indeterminate: "The phenomena . . . possesses no properties corresponding to the idea of absolute rest," as Einstein put it. Interpreted a la Glymour, the point is not the naive one that absolute velocity is not measurable-that would be alright-but that it cannot even be computed from measured quantities via any seriously proposed (let alone well-tested) hypotheses.


why does einstein says there is no symmetry? why can't we mesure current according to the text? if so, what is ampermeter??

thank you
 
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for your help.Einstein was criticizing the idea that pre-relativistic mechanics and electrodynamics assumed there was an absolute velocity, i.e. a standard velocity to which all other velocities were relative. He argued that assigning one set of objects an absolute velocity and another non-zero velocity to a magnet (or vice versa) would not result in any difference in the measurable current. This means that absolute velocity is indeterminate - it cannot be computed from measurable quantities. An ammeter is a device used to measure electric current, so it can measure the current regardless of the absolute velocity assigned.
 

FAQ: Why Did Einstein Criticize Absolute Velocity in Pre-Relativistic Mechanics?

What is the definition of amper?

The ampere (symbol: A) is the SI unit of electric current. It is defined by taking the fixed numerical value of the elementary charge e to be 1.602176634 x 10-19 when expressed in the unit C, which is equal to A⋅s, where the second is defined in terms of ∆νCs.

How does amperage affect electrical circuits?

Amperage, or the flow of electric current, is essential in determining the amount of power in an electrical circuit. The higher the amperage, the more power is being used, which can potentially cause overheating and damage to the circuit components. It is important to have the right amperage for the specific circuit to prevent these issues.

What is the relationship between amperage and voltage?

Amperage and voltage are directly proportional, meaning that an increase in voltage will lead to an increase in amperage. This is known as Ohm's Law, which states that the current (I) in a circuit is equal to the voltage (V) divided by the resistance (R): I = V/R. Therefore, as voltage increases, the resistance decreases, allowing for a higher flow of current (amperage).

How does relativity impact our understanding of amperage?

Relativity, specifically Einstein's Theory of Special Relativity, explains that time and space are relative concepts and can be affected by the speed of an object. This means that the amperage of a moving object can appear different to an observer depending on their relative speeds. It also suggests that the laws of physics, including those governing amperage, may behave differently in different reference frames.

Can amperage be negative?

Technically, amperage can be negative in some cases. Negative amperage indicates that the current is flowing in the opposite direction to the conventional flow of electric current. This can occur in certain electronic components, such as diodes, where the current flow can be reversed. However, in most cases, amperage is considered a positive value, representing the direction of the current flow.

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