Why does an oscillatory system have a lower bound in energy?

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An oscillatory system has a lower bound in energy due to quantum mechanics, specifically the concept of zero-point energy. This lowest energy state, represented as hf/2, occurs even at absolute zero temperature. Classical physics fails to explain this phenomenon, as it suggests that energy can be reduced to zero. The connection between thermodynamics and quantum mechanics highlights the limitations of classical interpretations. Understanding this concept is crucial for comprehending the behavior of oscillatory systems at a fundamental level.
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Thermodynamics question:

Why does the internal energy have a lower bound?

I tried to explain it using postulates, but cannot get the connection between the postulates. Please do explain it briefly. Thank you.
 
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An oscillatory system has got a lower bound. It can not be explained in the frames of Classical Physics, but comes out from Quantum Mechanics. The lowest energy of an oscillator vibrating with frequency f is hf/2, called the zero-point energy of the oscillator.
 
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