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[Biodynamics].

G Fischer

    Gegenbaurs Morphologisches Jahrbuch
    |January 1, 1984
    PubMed
    Summary
    This summary is machine-generated.

    This study defines biological impulse laws by extending Newton

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    Area of Science:

    • Biophysics and theoretical biology
    • Mathematical modeling of biological systems

    Context:

    • Current biological models lack a fundamental physical law for impulse propagation.
    • Existing frameworks do not fully integrate information theory with physical laws.

    Purpose:

    • To establish a physical axiom for biological impulses.
    • To derive fundamental quantities like velocity and acceleration of growth.
    • To develop a closed biological system of quantities linked to the SI system.

    Summary:

    • A biological axiom, analogous to Newton's axiom, is proposed to define biological impulse laws.
    • This leads to unique definitions for velocity and acceleration of growth.
    • A closed system of four main quantities, including an n-dimensional biological force vector, is established and linked to the SI system via power.

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  • Incorporating information theory allows derivation of a biological unit of space capable of holding the force vector.
  • This framework yields two transformation relations analogous to Einstein's relations.

    • Impact:

    • Provides a foundational physical framework for understanding biological impulse dynamics.
    • Enables quantitative analysis of biological growth and information processing.
    • Opens avenues for new theoretical models in biophysics and potentially relativistic biology.