Δ1 = d1Cos r1 = _______________________________
Δ1 = d1Sin r1 = ________________________________
Δ2 = d2Cos r2 = _______________________________
Δ2 = d2Sin r2 = _______________________________
Δ3 = d3Cos r3 = _______________________________
Δ3 = d3Sin r3 = ________________________________
Δ4 = d4Cos r4 = _______________________________
Δ4 = d4Sin r4 = ________________________________
Δ5 = d5Cos r5 = _______________________________
Δ5 = d5Sin r5 = ________________________________
Δ6 = d6Cos r6 = _______________________________
Δ6 = d6Sin r6 = _______________________________
1 = + Δ1 = _______________________________________________________
1 = + Δ1 = _______________________________________________________
2 = + Δ2 = _______________________________________________________
2 = + Δ2 = _______________________________________________________
3 = + Δ3 = _______________________________________________________
3 = + Δ3 = _______________________________________________________
4 = + Δ4 = _______________________________________________________
4 = + Δ4 = _______________________________________________________
5 = + Δ5 = _______________________________________________________
5 = + Δ5 = _______________________________________________________
6 = + Δ6 = _______________________________________________________
6 = + Δ6 = _______________________________________________________
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L = (l1 + l2 + l3 + l4 + l5 + l6)/6
L = __________________________________________________________
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υ2 = l2 L = ___________________________
υ3 = l3 L = ___________________________
υ4 = l4 L = ___________________________
υ5 = l5 L = ___________________________
υ6 = l6 L = ___________________________
:
m = √(Συ2)/(n 1)
m = ___________________________
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M = m / √n
M = _________________________
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Δ. = 3m
Δ. = _________________
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Σβ. = _________________
Σβ = 1800 (n - 2) = __________________
fβ = Σβ Σβ = ________________________
c
r1-2 = ___________________ r2-3 = ___________________
r3-4 = ___________________ r4-5 = ___________________
r5-1 = ___________________
= _______________
:
Δ1 = S1-2 Cos r1-2 = ____________________________________
Δ 2 = S2-3 Cos r2-3 = ____________________________________
Δ3 = S3-4 Cos r3-4 = ____________________________________
Δ4 = S4-5 Cos r4-5 = ____________________________________
Δ5 = S5-1 Cos r5-1 = ____________________________________
Σ Δ = Δ1 + Δ2 + Δ3 + Δ4 + Δ5 = _________________________
Δ1 = S1-2 Sin r1-2 = ____________________________________
Δ2 = S2-3 Sin r2-3 = ____________________________________
Δ3 = S3-4 Sin r3-4 = ____________________________________
Δ4 = S4-5 Sin r4-5 = ____________________________________
Δ5 = S5-1 Sin r5-1 = ____________________________________
Σ Δ = Δ1 + Δ2 + Δ3 + Δ4 + Δ5 = _________________________
f = √ (Σ Δ)2 + (Σ Δ)2 = __________________________
= =
υ ω
----- Σ Δ
S1-2 ------ν1
ν1 = = ___________________
ν2 = = ___________________
ν3 = = ___________________
ν4 = = ___________________
ν5 = Σ Δ (ν1 + ν2 + ν3 + ν4) = __________________________
----- Σ Δ
S1-2 ------ ω 1
ω 1 = = ___________________
ω 2 = = ___________________
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ω 3 = = ___________________
ω 4 = = ___________________
ω 5 = Σ Δ (ω 1 + ω 2 + ω 3 + ω 4) = __________________________
Δ1-2 = Δ1 + ν1 = _________________ Δ2-3 = Δ2+ ν2 = _________________
Δ3-4 = Δ3 + ν4 = _________________ Δ4-5 = Δ4 + ν4 = _________________
Δ5-1 = Δ5 + ν5 = _________________
Δ1-2 = Δ1 + ω 1 = _________________ Δ2-3 = Δ2+ ω 2 = _________________
Δ3-4 = Δ3 + ω 4 = _________________ Δ4-5 = Δ4 + ω 4 = _________________
Δ5-1 = Δ5 + ω 5 = _________________
1 = ______
2 = 1 + Δ1-2 = ________________; 3 = 2 + Δ2-3 = __________________
4 = 3 + Δ3-4 = ________________; 5 = 4 + Δ4-5 = __________________
1 = 5 + Δ5-1 = ________________
1 = ______
2 = 1 + Δ1-2 = ________________; 3 = 2 + Δ2-3 = __________________
4 = 3 + Δ3-4 = ________________; 5 = 4 + Δ4-5 = __________________
1 = 5 + Δ5-1 = ________________
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: S = SI + SII + SIII = __________________________2 = _______
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1) n1 = ________ n2 = _______
S/ = (n1 + ½ n2)*p = ____________________2 = ________
2) n1 = ________ n2 = _______
S// = (n1 + ½ n2)*p = ____________________2 = ________
S = ½(S/ + S//) = ___________________ 2 = ________
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1) 2 5 = ________________; 2) 3 1 = ________________;
3) 4 2 = ________________; 4) 5 3 = ________________;
5) 1 4 = ________________;
1) 5 2 = ________________; 2) 1 3 = ________________;
3) 2 4 = ________________; 4) 3 5 = ________________;
5) 4 1 = ________________;
1) 1*(2 5) = ____________________2;
2) 2*(3 1) = ____________________2;
3) 3*(4 2) = ____________________2;
4) 4*(5 3) = ____________________2;
5) 5*(1 4) = ____________________2;
1) 1*(5 2) = _____________________2;
2) 2*(1 3) = _____________________2;
3) 3*(2 4) = _____________________2;
4) 4*(3 5) = _____________________2;
5) 5*(4 1) = _____________________2;
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2S = _____________________2 = _______________
S = _____________________2 = _______________
ΔS = S. S.
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Σ = _________________ Σ = _________________
Σh = __________________ Σh = ___________________
h = . . = 2 1 =________________________________
Δ h =Σ h - h = __________________________
f = 50√L() = _______________________
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= + = __________________ = = _______________________
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