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3.4
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q 1 | d 1 | l 1 | A 1 | S1 =A 1 ×l 1 | S 1 ×q 1 | +h 1 =S 1 q 1 2 | |||
q 2 | d 2 | l 2 | A 2 | S 2 =A 2 ×l 2 | S 2 ×q 2 | +h 2 =S 2 q 2 2 | |||
q 8 | d 8 | l 8 | A 8 | S 8 =A 8 × l 8 | S 8 ×q 8 | +h 8 =S 8 q 8 2 | |||
q 6 | d 6 | l 6 | A 6 | S 6 =A 6 ×l 6 | S 6 ×q 6 | h 6 =S 6 q 6 2 | |||
q 7 | d 7 | l 7 | A 7 | S 7 =A 7 ×l 7 | S 7 ×q 7 | h 7 =S 7 q 7 2 | |||
∑(Sq) = | Δ h = h 1 + h 2 +h 8 h 6 h 7 | ||||||||
q 3 | d 3 | l 3 | A 3 | S 3 =A 3 ×l 3 | S 3 ×q 3 | +h 3 =S 3 q 3 2 | |||
q 4 | d 4 | l 4 | A 4 | S 4 =A 4 ×l 4 | S 4 ×q 4 | +h 4 =S 4 q 4 2 | |||
q 5 | d 5 | l 5 | A 5 | S 5 =A 5 ×l 5 | S 5 ×q 5 | h 5 =S 5 q 5 2 | |||
q 8 | d 8 | l 8 | A 8 | S 8 =A 8 ×l 8 | S 8 ×q 8 | h 8 =S 8 q 8 2 | |||
∑(Sq) = | Δ h = h 3 + h 4 h 5 h 8 | ||||||||
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3.4
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S 1 ×q 1 | + h 1 = S 1 (q 1)2 | |||||||
S 2 × q 2 | + h 2 = S 2 (q 2)2 | |||||||
S 8 × q 8 | + h 8 = S 8 (q 8)2 | |||||||
S 6 × q 6 | h 6 = S 6 (q 6)2 | |||||||
S 7 × q 7 | h 7 = S 7 (q 7)2 | |||||||
∑(S q) = | Δ h = h 1+ h 2+ h 8 h 6 h 7 | |||||||
S 3 ×q 3 | + h 3 = S 3 (q 3)2 | |||||||
S 4 × q 4 | + h 4 = S 4 (q 4)2 | |||||||
S 5 × q 5 | h 5 = S 5 (q 5)2 | |||||||
S 8 × q 8 | h 8 = S 8 (q 8)2 | |||||||
∑(S q) = | Δ h = h 3+ h 4 h 5 h 8 | |||||||
3.3.1. KOLCA
, "KOLCA". ( 3.5 3.8).
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, , ( , ). 3.9 3.10.
3.9
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3.10