Finding:

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   Zero-point field

   In quantum field theory, the zero-point field is the lowest energy state of a field, i.e. its ground state, which is non zero. This phenomenon gives the quantum vacuum a complex structure, which can be probed experimentally; see, for example, the Casimir effect.
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   Zero-point energy

   A related term is zero-point field, which is the lowest energy state of a field; i.e. its ground state, which is non-zero.
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   Bernard Haisch

   "Toward an Interstellar Mission: Zeroing in on the Zero-Point-Field Inertia Resonance". arΧiv: 21 September 1999 physics/990904321 September 1999
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   Stochastic electrodynamics

   Planck's constant then appears as a scale factor for quantum fluctuations in the zero point field.
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   Thermodynamic temperature

   See Zero Point Energy and Zero Point Field, which is an excellent explanation of ZPE by Calphysics Institute.
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   Vacuum energy

   Zero-point field
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   Cosmological constant

   Zero-point field
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   Vacuum state

   The term "zero-point field" is sometimes used as a synonym for the vacuum state of an individual quantized field.
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   Vacuum

   Zero-point field
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    Polarizable vacuum

    In a series of papers, Bernard Haisch and Alfonso Rueda have proposed that the inertia of massive objects arises as a "electromagnetic reaction force", due to interaction with the so-called zero point field.

Explore the following pages on Powerset:

• Zero-point field,
• Zero-point energy,
• Bernard Haisch,
• Stochastic electrodynamics,
• Thermodynamic temperature,
• Vacuum energy,
• Cosmological constant,
• Vacuum state,
• Vacuum,
• Polarizable vacuum