NOTION D 'IMPEDANCE


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1 Les caractéristiques des dipôles les plus communs Un conducteur ohmique est un dipôle caractérisé par sa résistance R mesurée en ohms (Ω) Un condensateur est un dipôle caractérisé par sa capacité C mesurée en farads (F) Une bobine est un dipôle caractérisé par sa résistance R mesurée en ohms (Ω) et par son inductance L mesurée en henry (H)

PDF Lecture9-Impedancepdf

Suppose we take two taut strings one thick and one thin and knot them together What will happen to a wave as it passes through the knot? Or instead of changing the mass density at the junction we could change the tension (for example by tying the string to a ring on a fixed rod which can absorb the longitudinal force from the change in tension

PDF Impedance-BasedModelingMethods 1 Introduction

DEPARTMENT OF MECHANICAL ENGINEERING 2 151 Advanced System Dynamics and Control Impedance-Based Modeling Methods1 1 Introduction The terms impedance and admittance are commonly used in electrical engineering to describe alge-braically the dynamic relationship between the current and voltage in electrical elements

  • What is a complex impedance?

    nothing impedes the motion of the oscillator: a small force gives a huge velocity. With complex impedances you can add a damping term. This makes perfect sense: damping impedes the transfer of energy from the driver to the oscil-lator. Now the impedance is always nonzero, for any frequency. An important use of complex impedances is in circuits.

  • What is mass dominated impedance?

    This is called mass-dominated impedance. Physically, when the driver is going very fast, the mass has no time to react: a lot of force at high frequency has little effect on velocity. At low frequencies, the k term dominates. For slow motion, how much velocity the mass gets for a given force depends very much on how stiff the spring is.

  • What is the formula for impedance?

    For liquids or solids, impedance is also Z = ρv. The nice thing about a formula like this is that both ρ (density of the solid) and v (speed of sound in the solid) are easy to measure, in contrast to the bulk modulus (what is that?) and the pressure (what is pressure for a solid?). For example, kg Table 1.

  • What is transmission coefficient & impedance?

    transmission coefficient. impedance. That is, impedance tells you how much force is required to impart a certain velocity. Imped- ance is a property of a medium. In this case, the two strings have different tensions and different velocities. Using there is no reflection and complete transmission. If we want no reflection match impedances.

1 Boundary conditions at a junction

Suppose we take two taut strings, one thick and one thin and knot them together. What will happen to a wave as it passes through the knot? Or, instead of changing the mass density at the junction, we could change the tension (for example, by tying the string to a ring on a fixed rod which can absorb the longitudinal force from the change in tension

5 Complex impedance

It is sometimes useful to generalize impedance to complex numbers. For example, suppose we have a driven oscillator satisfying scholar.harvard.edu

Ztotal = γ + i ωm − ω

Now the impedance is always nonzero, for any frequency. scholar.harvard.edu

ZL = iωL

(55) Impedance of an AC circuit plays the role that resistance does for a DC circuit. We can add impedances in series or in parallel just like we do for resistance. Impedance has the units of resistance, that is Ohms. In practice, impedances are more easily measured than calculated. Matching the impedances of two different wave carrying media is of

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