The phenomenological equation which describes Harper-Dorn creep is:
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Bloch equations are phenomenological equations that were introduced by Felix Bloch in 1946.
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For the general case in which there are both mass and energy fluxes, the phenomenological equations may be written as:
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In fact, this equation is more than a phenomenological equation, it gives an operational, or experimental, definition of temperature.
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Those that link configuration variables to source variables contained in the horizontal links are " material " or " constitutive " equations, and belong to the category of "'phenomenological equations " '.
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The space-time diagrams show clearly which phenomenological equations describe irreversible phenomena : they are the ones that link variables that are on the same level but connect a box on the front-left side with a box on the back-right side.
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