Movitation For Definitions In Physics

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Definitions in physics are crucial for developing descriptive and predictive models, as they allow for the derivation of related quantities like velocity and acceleration from fundamental concepts. While many definitions are intuitive and grounded, some, such as force, torque, and electric fields, may seem less so, raising questions about their origins and motivations. The process of defining these quantities often involves trial-and-error, where various definitions are tested against experimental data to determine their utility. Ultimately, the effectiveness of a definition is judged by its ability to enhance predictive power and accurately describe observations, regardless of how it was derived. Understanding the history of these definitions can provide valuable insights into the scientific process.
Bashyboy
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Hello,

I noticed in my physics textbook that we define certain relationships to be true. I can see how this is considerably helpful in deriving other relationships from these definitions; for instance, take position: we define these quantities to be so, and from it we can define other quantities like velocity, acceleration, etc. Moreover, most of the time these definitions are well-grounded and intuitive. However, at other times they aren't. To serve as some examples: force, torque, and electric fields. How were these things defined? What was the reasoning used to define these quantities? What are the motivations for these definitions?
 
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The motivation for all definitions in physics is to be able to create descriptive and predictive models of our observations. If we define force, torque, and electric fields the way we do, we get powerful models. If we define them other ways, we dont.
 
So, the way in which we define something is somewhat of a result of "trial-and-error?" That is, keep trying definitions until we find a definition that best describes something or fits experimental data?
 
Bashyboy said:
So, the way in which we define something is somewhat of a result of "trial-and-error?" That is, we find a definition that best describes something or fits experimental data?

Yes, experiment is generally the final arbiter of whether a definition is useful. How you get the definition doesn't matter, trial and error, intuition, logic, wild guess, burning bush, whatever. Of course its interesting to read about how definitions came about, it gives insight into the process of science. But as far as theories of science are concerned, it doesn't matter at all how you come up with a definition. All that matters is if the definition increase our ability to predict and describe observations or not.
 
I think it's easist first to watch a short vidio clip I find these videos very relaxing to watch .. I got to thinking is this being done in the most efficient way? The sand has to be suspended in the water to move it to the outlet ... The faster the water , the more turbulance and the sand stays suspended, so it seems to me the rule of thumb is the hose be aimed towards the outlet at all times .. Many times the workers hit the sand directly which will greatly reduce the water...
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