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$D e l t a P o w e r T e r m_{a c t, t a y}^{t} = D e l t a G P o w e r T e r m_{a c t, t a y}^{t} + D e l t a P o w e r T r a n T e r m_{a c t, t a y}^{t} + D e l t a T e r D i s p u t e T e r m_{a c t, t a y}^{t} + D e l t a C o n c e n T e r m_{a c t, t a y}^{t}$

where

$D e l t a G P o w e r T e r m_{a c t, t a y}^{t} = G P o w e r T e r m_{a c t, t a y}^{t} - G P o w e r T e r m I_{a c t, t a y}^{t - 1}$

$D e l t a P o w e r T r a n T e r m_{a c t, t a y}^{t} = P o w e r T r a n T e r m_{a c t, t a y}^{t} - P o w e r T r a n T e r m I_{a c t, t a y}^{t - 1}$

$D e l t a T e r D i s p u t e T e r m_{a c t, t a y}^{t} = T e r D i s p u t e T e r m_{a c t, t a y}^{t} - T e r D i s p u t e T e r m I_{a c t, t a y}^{t - 1}$

$D e l t a C o n c e n T e r m_{a c t, t a y}^{t} = C o n c e n C h a n g e * 𝐰 𝐩 𝐜 𝐨 𝐧 + C o n c e n C h a n g e^{2} * 𝐰 𝐩 𝐜 𝐨 𝐧 𝐬 𝐪$

where

$G P o w e r T e r m_{a c t, t a y}^{t} = f (P O W E R_{a c t}^{t}, P O W E R_{t a y}^{t}, 𝐰 𝐩 𝐠 𝐫 𝐞 𝐚 𝐭 𝐭 𝐡 𝐫 𝐞 𝐬 𝐡, 𝐰 𝐩 𝐠 𝐫 𝐞 𝐚 𝐭 𝐥 𝐞 𝐯, w p g r e a t 1, w p g r e a t 2)$

$P o w e r T r a n T e r m I_{a c t, t a y}^{t} = f (P O W E R_{a c t}^{t}, P O W E R_{t a y}^{t}, 𝐰 𝐩 𝐩 𝐨 𝐰 𝐭 𝐫 𝐚 𝐧 𝟏, 𝐰 𝐩 𝐩 𝐨 𝐰 𝐭 𝐫 𝐚 𝐧 𝟐)$

$T e r D i s p u t e T e r m_{a c t, t a y}^{t} = T e r D i s p u t e_{a c t, t a y}^{t} * 𝐰 𝐩 𝐭 𝐞 𝐫 𝐝 𝐢 𝐬 𝐩$

<math>ConcenChange=Max(\mathbf{wpconmin},Min(\mathbf{wpconmax},PCONGREAT^t))-Max(\mathbf{wpconmmin},Min(\mathbf{wpconmax},PCONGREAT^{t-1}))

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