H_{1 1}=H_{1 1}*k₁*H_{1 1}^T

H_{2 2}=H_{2 2}*K₂*H_{2 2}^T

H_{2 3}=H_{2 2}*K₂*H_{2 3}^T

H_{3 2}=H_{3 2}*K₂*H_{2 2}^T

H_{3 3}=H_{3 2}*K₂*H_{2 3}^T

H_{4 2}=H_{4 3}*K₃*H_{3 2}^T

H_{4 4}=H_{4 3}*K₃*H_{3 4}^T+H_{4 4}*K₄*H_{4 4}^T+H ₄₅*K₅*H_{5 4}^T

H_{4 5}=H_{4 5}*K₅*H_{5 5}^T

H_{4 6}=H_{4 5}*K₅*H_{5 6}^T

K_{5 4}=H_{5 5}*K₅*H_{5 4}^T

K_{5 5}=H_{5 5}*K₅*H_{5 5}^T

K_{5 6}=H_{5 5}*K₅*H_{5 6}^T

K_{6 4}=H_{6 5}*K₅*H_{5 4}^T

K_{6 5}=H_{6 5}*K₅*H_{5 5}^T

K_{6 6}=H_{6 5}*K₅*H_{5 6}^T+H_{6 6}*K₆*H_{6 6}^T+H_{6 7}*K₇*H_{7 6}^T

K_{6 7}=H_{6 6}*K₆*H_{6 7}^T

K_{6 8}=H_{6 7}*K₇*H_{7 8}^T

K_{7 6}=H_{7 6}*K₆*H_{6 6}^T

K_{7 7}=H_{7 7}*K₇*H_{7 7}^T

K_{8 6}=H_{8 7}*K₇*H_{7 6}^T

K_{8 8}=H_{8 7}*K₇*H_{7 8}^T

K_{9 9}=H_{9 10}*K₁₀*H_{10 9}^T

K_{9 11}=H_{9 10}*K₁₀*H_{10 11}^T

K_{10 10}=H_{10 9}*K₉*H_{9 10}^T

K_{10 11}=H_{10 9}*K₉*H_{9 11}^T

K_{11 10}=K_{11 9}*K₉*H_{9 10}^T

K_{11 11}=H_{11 9}*K₉*H_{9 11}^T+H_{11 10}*K₁₀*H_{10 11}^T+H_{11 11}*K₁₁*H_{11 11}^T+H_{11 12}*K₁₂*H_{12 11}^T

K_{11 12}=H_{11 12}*K₁₂*H_{12 12}^T

K_{11 13}=H_{11 11}*K₁₁*H_{11 13}^T

K_{12 12}=H_{12 8}*K₈*H_{8 12}^T+H_{12 12}*K₁₂*H_{12 12}^T+H_{12 14}*K₁₄*H_{14 12}^T

K_{12 15}=H_{12 14}*K₁₄*H_{14 15}^T

K_{13 11}=H_{13 11}*K₁₁*H_{11 11}^T

K_{13 13}=H_{13 11}*K₁₁*H_{11 13}^T+H_{13 13}*K₁₃*H_{13 13}^T

K_{13 14}=H_{13 13}*K₁₃*H_{13 14}^T

K_{14 13}=H_{14 13}*K₁₃*H_{13 13}^T

K_{14 14}=H_{14 13}*K₁₃*H_{13 14}^T

K_{15 12}=H_{15 14}*K₁₄*H_{14 12}^T

K_{15 15}=H_{15 14}*K₁₄*H_{14 15}^T+H_{15 15}*K₁₅*H_{15 15}^T+H_{15 16}*K₁₆*H_{16 15}^T

K_{15 16}=H_{15 16}*K₁₆*H_{16 16}^T

K_{16 15}=H_{16 16}*K₁₆*H_{16 15}^T

K_{16 16}=H_{16 16}*K₁₆*H_{16 16}^T+H_{16 17}*K₁₇*H_{17 16}^T+H_{16 18}*K₁₈*H_{18 16}^T

K_{16 17}=H_{16 17}*K₁₇*H_{17 17}^T

K_{16 18}=H_{16 18}*K₁₈*H_{18 18}^T

K_{17 16}=H_{17 17}*K₁₇*H_{17 16}^T

K_{17 17}=H_{17 17}*K₁₇*H_{17 17}^T

K_{18 16}=H_{18 18}*K₁₈*H_{18 16}^T

K_{18 18}=H_{18 18}*K₁₈*H_{18 18}^T

K_{19 15}=H_{19 15}*K₁₅*H_{15 15}^T

K_{19 19}=H_{19 15}*K₁₅*H_{15 19}^T+H_{19 19}*K₁₉*H_{19 19}^T+H_{19 21}*K₂₁*H_{21 19}^T

K_{19 20}=H_{19 19}*K₁₉*H_{19 20}^T

K_{19 22}=H_{19 21}*K₂₁*H_{21 22}^T

K_{20 19}=H_{20 19}*K₁₉*H_{19 20}^T

K_{20 20}=H_{20 19}*K₁₉*H_{19 20}^T+H_{20 20}*K₂₀*H_{2 020}^T

K_{20 21}=H_{20 20}*K₂₀*H_{20 21}^T

K_{21 21}=H_{21 20}*K₂₀*H_{20 21}^T

K_{22 19}=H_{22 21}*K₂₁*H_{21 19}^T

K_{22 22}=H_{22 21}*K₂₁*H_{21 22}^T+H_{22 22}*K₂₂*H_{22 22}^T+H_{22 24}*K₂₄*H_{24 22}^T+H_{22 25}*K₂₅*H_{25 22}^T

K_{22 24}=H_{22 25}*K₂₅*H_{25 24}^T

K_{22 25}=H_{22 24}*K₂₄*H_{24 25}^T

K_{22 26}=H_{22 25}*K₂₅*H_{25 26}^T

K_{23 22}=H_{23 22}*K₂₂*H_{22 22}^T

K_{23 23}=H_{23 22}*K₂₂*H_{22 23}^T+H_{23 23}*K₂₃*H_{23 23}^T

K_{23 24}=H_{23 23}*K₂₃*H_{23 24}^T

K_{24 23}=H_{24 23}*K₂₃*H_{23 23}^T

K_{24 24}=H_{24 23}*K₂₃*H_{23 24}^T

K_{25 22}=H_{25 24}*K₂₄*H_{24 22}^T

K_{25 25}=H₂₅₂₄*K₂₄*H_{24 25}^T

K_{26 22}=H₂₆₂₅*K₂₅*H_{25 22}^T

K_{26 26}=H₂₆₂₅*K₂₅*H_{25 26}^T

Określenie szerokości półpasma

$$PN =_{j = 1,M}^{\max}\left| K_{j} - L_{j} \right|$$

P = (PN+1) • S = (4+1) • 1 = 5