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ABSEMENT

  • Absement
  • Measure of sustained displacement of an object from its initial position

    In kinematics, absement is a measure of sustained displacement of an object from its initial position, i.e. a measure of how far away and for how long

    Absement

    Absement

    Absement

  • MS
  • Topics referred to by the same term

    second (m/s), a unit of velocity (speed) Metre second (m s), a unit of absement (sustained displacement of an object) Millisecond (ms), and megasecond

    MS

    MS

  • Steve Mann (inventor)
  • Canadian wearable tech engineer (born 1962)

    principles of negative derivatives (integrals) of displacement, such as absement (the area under the displacement-time curve), as embodied by hydraulophones

    Steve Mann (inventor)

    Steve Mann (inventor)

    Steve_Mann_(inventor)

  • MH
  • Topics referred to by the same term

    (mh), a non-SI unit of time Megahour (Mh) Metre hour (m h), a unit of absement Metre per hour (m/h), a unit of speed Metal-halide lamp, a type of electrical

    MH

    MH

  • Hydraulophone
  • Hydraulic musical instrument

    February Mann, S (October 27, 2006). "Hydraulophone Design Considerations: Absement, Displacement, and Velocity-Sensitive Music Keyboard in which each key

    Hydraulophone

    Hydraulophone

    Hydraulophone

  • List of physical quantities
  • quantities Name Symbol Description SI unit Quantity dimension Comments absement A Measure of sustained displacement: the first integral with respect to

    List of physical quantities

    List_of_physical_quantities

  • Kinematics
  • Branch of physics describing the motion of objects without considering forces

    Mckay-type algorithm", Mechanism and Machine Theory #41, pp. 1021–1030 (2006). Absement Acceleration Affine geometry § Kinematics Analytical mechanics Applied

    Kinematics

    Kinematics

  • Notation for differentiation
  • Notation of differential calculus

    of the term in a rectangle (y) to denote the fluent or time integral (absement). y = ◻ y ˙ ≡ ∫ y ˙ d t = ∫ f ′ ( t ) d t = D t − 1 ( D t y ) = f ( t )

    Notation for differentiation

    Notation_for_differentiation

  • Bond graph
  • Graphical representation of energy flows in physical systems

    \mathrm {[m]} } (displacement) D t − 1 x {\displaystyle D_{t}^{-1}x} : absement [ m ⋅ s ] {\displaystyle \mathrm {[m\cdot s]} } D t − 2 x {\displaystyle

    Bond graph

    Bond_graph

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