Explaining a Physics Formula in Non-Physics Terms: Answer B

In summary, the conversation revolved around a formula and its meaning. The participants discussed the need for an explanation in simpler terms and how the diameter of a dish affects the resolving power. They also asked for clarification on the symbols used in the formula.
  • #1
hidemi
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Homework Statement
If the diameter of a radar dish is doubled, what happens to its resolving power assuming that all other factors remain unchanged?

A) The resolving power quadruples.
B) The resolving power doubles.
C) The resolving power is reduced to 1/2 of its original value.
D) The resolving power is reduced to 1/4 of its original value.
E) The resolving power does not change unless the focal length changes.

The answer is B.
Relevant Equations
sinΘR = 1.22 λ/d
According to the equation, the answer is B.
Since the lecture didn't cover much about it, can someone explain this formula in a less physics way? Thanks.
 
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  • #2
What have you done so far? E.g what have you found out ?
What is meant by resolving power?
Why will the dish’s diameter affect the resolving power?
What do the symbols in the formula “sinΘR = 1.22 λ/d” mean?

Edit. And asking for an explanation 'in a less physics way' may not be the best tactics in a forum dedicated to physics!
 
Last edited:
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  • #3
Steve4Physics said:
What have you done so far? E.g what have you found out ?
What is meant by resolving power?
Why will the dish’s diameter affect the resolving power?
What do the symbols in the formula “sinΘR = 1.22 λ/d” mean?

Edit. And asking for an explanation 'in a less physics way' may not be the best tactics in a forum dedicated to physics!
Thanks for your hints. I have solved it.
 

FAQ: Explaining a Physics Formula in Non-Physics Terms: Answer B

What is the purpose of explaining a physics formula in non-physics terms?

The purpose of explaining a physics formula in non-physics terms is to make the concept more accessible to non-physicists. By breaking down complex equations into simpler, everyday language, it allows a wider audience to understand and appreciate the principles of physics.

How can a physics formula be explained in non-physics terms?

A physics formula can be explained in non-physics terms by using analogies, examples, and visual aids. These methods help to relate the formula to real-world scenarios and make it easier to understand.

Is it important for scientists to be able to explain physics formulas in non-physics terms?

Yes, it is important for scientists to be able to explain physics formulas in non-physics terms. This skill allows them to communicate their research and findings to a wider audience, including those without a background in physics, and promotes a better understanding and appreciation of science.

Are there any limitations to explaining a physics formula in non-physics terms?

There may be limitations in fully conveying the complexity and precision of a physics formula in non-physics terms. Some concepts may be difficult to explain without the use of technical language and mathematical notation. However, the goal is to provide a basic understanding of the formula, not necessarily a complete understanding.

Can explaining a physics formula in non-physics terms change its meaning?

Explaining a physics formula in non-physics terms does not change its meaning. The formula remains the same, but the way it is presented and understood may differ. The goal is to provide a simplified explanation that captures the essence of the formula without altering its fundamental principles.

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