Reduced Planck's constant and Planck's constant?

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The reduced Planck's constant is simply the original Planck's constant divided by 2π, serving mainly for convenience in equations. While using the Planck constant to express Planck's length is not incorrect, the reduced constant is preferred for simpler notation. The choice between using the reduced or original constant is largely a matter of convention rather than a fundamental difference. Both constants are used interchangeably in various equations depending on the context. Ultimately, the distinction exists primarily to streamline calculations in physics.
Numeriprimi
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Hello,
is there anyone who can explain me difference between the reduced Planck's constant and Planck's constant? SIMPLY. I know equation between this but... I don't understand it.

If I express the Planck's length by √(hG/c), it is bad? There have to be reducet Planck's constant, bud why?

Thanks very much,
sorry for my bad English
 
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The reduced Planck Constant is just the original divided by ##2\pi##. There is no meaning. Since the equations often turned up with this factor dividing the constant, ##\hbar## is often used to simplify notation.
 
To add to what DrewD said (which is correct) also note that it would not be bad to define the Planck length in terms of the Planck constant instead of the reduced Planck constant. We chose to use the reduced constant instead of the plain Planck constant for the convenience of simpler equations, but it is still just a convention. Other choices are not bad.
 
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