Demagnetization and Coercive Forces
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Demagnetization and Coercive Forces

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Questions and Answers

What is the formula for calculating the air gap reluctance Rg in a magnetic circuit?

  • Rg = $ rac{ u_0 A_g}{l_g}$
  • Rg = $ rac{l_g}{ u_0 A_g}$ (correct)
  • Rg = $ rac{A_g}{l_g u_0}$
  • Rg = $ rac{A_g l_g}{ u_0}$
  • Which parameter is NOT needed to determine the magnet operating flux density Bm?

  • Applied external demagnetizing magnetic field intensity (Ha)
  • Temperature of the magnet (correct)
  • Magnet area (Am)
  • Magnet length (lm)
  • Which statement about steel reluctance in magnetic circuits is true?

  • Steel reluctance can be negligible under certain conditions. (correct)
  • Steel reluctance is always significant in calculations.
  • Steel reluctance increases the flux density.
  • Steel reluctance does not affect magnet behavior.
  • What does the slope of the air gap line represent in the magnetic circuit analysis?

    <p>Permeance coefficient (PC)</p> Signup and view all the answers

    What does a higher value of the relative magnetic permeability (μr) indicate about a permanent magnet?

    <p>It reduces the overall reluctance.</p> Signup and view all the answers

    What happens to the magnet operating point when an external demagnetizing field is applied?

    <p>It shifts horizontally due to Ha</p> Signup and view all the answers

    In the context of magnetic circuits, what is typically considered negligible for simplifying the circuit analysis?

    <p>Leakage flux</p> Signup and view all the answers

    During no-load conditions, where does the magnet operating point occur?

    <p>At the intersection of the demagnetization curve and the air gap line</p> Signup and view all the answers

    What is the effect of the air gap line on the magnet's flux density when an external field is applied?

    <p>It reduces the magnet operating flux density</p> Signup and view all the answers

    Which aspect must be analyzed to determine the effects of reluctance in a magnetic circuit?

    <p>Air gap dimensions and material properties</p> Signup and view all the answers

    What does a non-straight demagnetization curve in the second quadrant indicate about a magnet?

    <p>The magnet is of low-grade quality.</p> Signup and view all the answers

    In the equivalent circuit of permanent magnets, what does the Norton equivalent circuit represent?

    <p>A current source of the remnant flux in parallel with internal reluctance.</p> Signup and view all the answers

    Which components make up the external reluctance of the magnet flux path?

    <p>Steel reluctance in series with air gap reluctance.</p> Signup and view all the answers

    What is represented by the voltage source of the external mmf in the magnetic circuit?

    <p>The external magnetic field acting on the magnet.</p> Signup and view all the answers

    What does the leakage reluctance branch represent in the magnet's equivalent circuit?

    <p>The leakage flux that does not cross the air gap.</p> Signup and view all the answers

    How is the intrinsic coercive force (Hci) characterized in relation to the magnet?

    <p>It signifies the force needed to completely demagnetize the magnet.</p> Signup and view all the answers

    In the context of magnetic circuits, what is the primary use of electric circuit analysis?

    <p>To calculate the magnet operating point in the magnetic circuit.</p> Signup and view all the answers

    Which of the following is NOT a source of reluctance in magnetic circuits?

    <p>Temperature resistance.</p> Signup and view all the answers

    Study Notes

    Demagnetization in Permanent Magnets

    • A non-linear demagnetization curve indicates easier magnet demagnetization, classifying it as low-grade permanent magnet (PM).
    • Coercive force necessary to reduce a magnet’s intrinsic flux density to zero is termed intrinsic coercive force (Hci).
    • Coercivity (Hc) pertains to the normal flux density.

    Equivalent Circuit of Permanent Magnets

    • Electric circuit analysis is utilized to determine the operating point in magnetic circuits, treating the magnet as a flux source.
    • Norton equivalent circuit represents the magnet as a current source for remnant flux (Φr) parallel to internal reluctance (Rm).
    • External reluctance includes air gap reluctance (Rg) in series with steel reluctance (Rs).
    • Leakage reluctance indicates leakage flux (Φl) not crossing the air gap.
    • Magnets can also be influenced by an external magnetic field represented as a voltage source of external magnetomotive force (Fa).

    Calculating Reluctances and Flux Density

    • Air gap reluctance (Rg) and magnet reluctance (Rm) are calculated using:
      • Rg = lg / (μ0 * Ag)
      • Rm = lm / (μ0 * μr * Am)
    • For analytical simplification, leakage flux and steel reluctance are often considered negligible.
    • Operating flux density (Bm) can be represented as:
      • Bm = (1 / (lg * Am * μr)) * (B − μ0 * μr * Ha) + (Φl / Φg)

    Key Variables in the Equation

    • Am: Area of the magnet
    • lm: Length of the magnet
    • Br: Remnant flux density of the magnet
    • Ag: Area of the air gap
    • lg: Length of the air gap
    • μr: Relative magnetic permeability of the magnet
    • Ha: Applied external demagnetizing magnetic field intensity

    Graphical Representation of Magnet Operating Point

    • The magnetic circuit can be analyzed graphically using the demagnetization curve and air gap line.
    • At no-load conditions, the operating point is found at the intersection of the demagnetization curve and air gap line, defining it as no-load operating point.
    • The slope of the air gap line is known as the permeance coefficient (PC).
    • Application of an external demagnetizing field shifts the air gap line horizontally, reducing the operating flux density (Bm).

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    Description

    This quiz explores the demagnetization curve of magnets, focusing on the characteristics of coercive force and intrinsic coercive force. Understand how these concepts relate to low-grade permanent magnets and their magnetic properties. Test your knowledge on the behavior of magnets in different conditions.

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