Consider the three bus system shown below,If the second row of the bus admittance matrix is Y21=12.13∠104.04∘p.u.Y22=24.23∠−75.95∘ p.u andY23=12.13∠104.04∘p.u. , then the Jacobian matrix element(∂P2∂δ2)=(Assume V02=1+ j0 p.u. and δ03=0)24.47

Consider the three bus system shown below,If the second row of the bus

1.	Consider the three bus system shown below,If the second row of the bus admittance matrix is Y21=12.13∠104.04∘p.u.Y22=24.23∠−75.95∘ p.u andY23=12.13∠104.04∘p.u. , then the Jacobian matrix element(∂P2∂δ2)=(Assume V02=1+ j0 p.u. and δ03=0)24.47
Answer» Consider the three bus system shown below, If the second row of the bus admittance matrix is $Y_{21} = 12.13 ∠ {104.04}^{\circ} p . u . Y_{22} = 24.23 ∠ - {75.95}^{\circ}$ p.u and $Y_{23} = 12.13 ∠ {104.04}^{\circ}$ p.u. , then the Jacobian matrix element $(\frac{\partial P_{2}}{\partial δ_{2}}) =$ (Assume $V_{2}^{0}$ =1+ j0 p.u. and $δ_{3}^{0}$ =0) 24.47

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Consider the three bus system shown below,If the second row of the bus admittance matrix is Y21=12.13∠104.04∘p.u.Y22=24.23∠−75.95∘ p.u andY23=12.13∠104.04∘p.u. , then the Jacobian matrix element(∂P2∂δ2)=(Assume V02=1+ j0 p.u. and δ03=0)24.47

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