Exploring Physical Intuition in Physics

In summary, intuition is a method that can be used in physics to guide us until the scientific method can be used to confirm or disprove the idea.
  • #1
cs23
66
0
hey,

What is physical intuition?

How do we use it in physics?
 
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  • #2
cs23 said:
hey,

What is physical intuition?

How do we use it in physics?

A blonde's ability to solve a triple integral for torque in her head (without a slide rule) while walking across a parking lot in stiletto heels on a windy day.
 
  • #3
BobG said:
A blonde's ability to solve a triple integral for torque in her head (without a slide rule) while walking across a parking lot in stiletto heels on a windy day.

I don't get it?
 
  • #4
I do, it's brilliant.
 
  • #5
BobG said:
A blonde's ability to solve a triple integral for torque in her head (without a slide rule) while walking across a parking lot in stiletto heels on a windy day.

That sounds more like my dream girl. :-p
 
  • #6
cs23 said:
hey,

What is physical intuition?

How do we use it in physics?

Just out of curiousity, I'm wondering why you've asked questions along this line in several threads. Are you doing a project on this topic?
 
  • #7
A guess that didn't go amiss? :-p

I don't think intuition can be 'used' in physics - it can only be confirmed.
 
  • #8
Eynstone said:
I don't think intuition can be 'used' in physics - it can only be confirmed.

That is a good point, if I understand you correctly.

The "using" of intuition is just a method to guide us. It may be lead us in the correct path, or down to a dead end. Ultimately all scientific ideas must be judged by the scientific method: the "hanging judge" that does not care how smart and clever we are. Ideas must be consistent with experiments in the end.
 
  • #9
Eynstone said:
A guess that didn't go amiss? :-p

I don't think intuition can be 'used' in physics - it can only be confirmed.

I think it is a fine line between use and confirmation. Eventually after working on certain types of problems for a long time, maybe intuition and experience are one and the same.

For me, it comes down to what my research advisor would always say to us- "You should know the answer before you even start a calculation." I think he stole it from Feynman. But it essentially means that one should reason through a problem in the broad sense (order of magnitude) before getting into the details.
 

Related to Exploring Physical Intuition in Physics

1. What is physical intuition in physics?

Physical intuition in physics refers to the ability to understand and predict the behavior of physical systems by using one's own intuition and prior knowledge. It involves the use of mental models and analogies to make sense of complex physical phenomena.

2. Why is exploring physical intuition important in physics?

Exploring physical intuition is important in physics because it allows scientists to develop a deeper understanding of fundamental concepts and principles. It also helps in the development of new theories and models to explain observed phenomena.

3. How can one improve their physical intuition in physics?

There are several ways to improve physical intuition in physics, such as practicing problem-solving, visualizing physical systems, and developing a strong understanding of mathematical concepts and principles. Collaborating with other scientists and discussing ideas can also help improve intuition.

4. Can physical intuition be taught or is it an innate ability?

Physical intuition is a combination of both innate ability and learned skills. While some individuals may have a natural inclination towards understanding physical phenomena, it can also be developed and improved through practice and experience.

5. How does physical intuition differ from mathematical reasoning in physics?

Physical intuition and mathematical reasoning are both important in physics, but they serve different purposes. Physical intuition involves understanding the "why" behind physical phenomena, while mathematical reasoning involves using equations and formulas to make quantitative predictions and explanations.

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