अन्योन्य प्रेरण (M), स्व-प्रेरकत्व (L) और युग्मन गुणांक (X) के बीच के संबंध को किस प्रकार प्रदर्शित किया जाता है?

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MPPGCL JE Electrical 19 March 2019 Shift 2 Official Paper
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  1. \(M=K \sqrt{L_{1} L_{2}}\)
  2. \(M=\frac{K}{\sqrt{L_{1} L_{2}}}\)
  3. \(M=\frac{K}{L_{1} L_{2}}\)
  4. \(M^{2}=K \sqrt{L_{1} L_{2}}\)

Answer (Detailed Solution Below)

Option 1 : \(M=K \sqrt{L_{1} L_{2}}\)
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Detailed Solution

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युग्मन गुणांक

युग्मन गुणांक को दो अलग-अलग कुंडलियों के बीच उत्पन्न चुंबकीय फ्लक्स के रूप में परिभाषित किया जा सकता है, जबकि फ्लक्स को सफलतापूर्वक प्रबंधित किया जाता है।

\(k={M\over \sqrt{L_1L_2}}\)

\(M=K \sqrt{L_{1} L_{2}}\)

जहाँ, k = युग्मन गुणांक

M = अन्योन्य प्रेरकत्व

L1 और L2 = दो कुंडलियों का स्व-प्रेरकत्व

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