Tabela integrais PTV

Prévia do material em texto

KL
B
j
E
Δ
FL
1
2
3
jk
Value)(L.)
4
5
HOEN BER
integrate j ^ x dx
0
jkjkjk 1/4 * jk
1/4 * j(k_{1} + k_{2})
(jk)/(12beta) * (3 - 4omega ^ 2)
1 6 [ matrix k 1 (1+ lambda)\\ + k_{2}(1 + Omega) matrix ]
Qued Porab
J
0-0
5/12 * jk
1/12 * j(3k_{1} + 5k_{2})
K
0-0
Li
0-0
M
N
1/6 * h(2j_{4} + j_{4})
0-0
10
0-6
Caliki Parabol
1/6 * j(k_{1} + 2k_{2})
1/6 * jk(1 + psi)
1/2 * jk
1/6 * j(2k_{1} + k_{1})
1/6 * jk(1 + beta)
1/2 * k(j_{1} + j_{2})
1 6 k[ matrix j 1 (1+ psi)\\ + j_{1}(1 + psi) matrix ]
1/3 * (j_{1} ^ 2 + j_{1}*j_{2} + j_{2} ^ 2)
1/6 * jk(1 - 2a)
1/3 * j ^ 2
1/3 * j(k_{1} + k_{2})
1/3 * jk(1 + omega*beta)
8/15 * j ^ 3
2/3 * jk
1/12 * j(5k_{1} + 3k_{2})
1/12 * jk(5 - beta - beta ^ 2)
8/15 * j ^ 2
1/3 * jk
1/12 * j(k_{1} + 3k_{1})
1/12 * jk(1 + omega + omega ^ 2)
1/5 * j ^ 2
1/3 * jk
1/12 * j(3k_{1} + k_{2})
1/12 * jk(1 + beta + beta ^ 2)
1/7 * j ^ 2
1/20 * j(4k_{1} + k_{2})
1/2 * j(k_{1} + k_{2})
1/2 * jk
1/3 * j ^ 2
1/3 * j ^ 2
1 6 [ matrix j 1 (2h 2 +h 2 )\\ + j_{2}(h_{1} + 2h_{2}) matrix ]
- 1/6 * jk
1/6 * j(k_{1} - k_{2})
1/3 * j ^ 2
1/2 * jk
1/3 * j ^ 2
1/2 * jk
1/6 * jk(1 + C)
(jk)/(6p*Omega) * (2Omega - Omega ^ 2 - omega ^ 2) Omega >= omega
2/3 * jk
1/3 * jk
1/4 * jk
1/12 * jk(5 - omega - omega ^ 2)
8/15 * j ^ 1
2/3 * jk
1/4 * jk
1/5 * j ^ 2
1/12 * jk
1/4 * jk
1/5 * jk
1/20 * j(k_{1} + 4k_{2})
1/4 * jk
1/20 * jk
1/7 * j ^ 2
1/2 * jk
1/2 * jk
1/3 * jk
1/6 * jk
1/6 * ln(j_{1} + 4j_{2} + j_{2})
1/20 * jk(1 + omega)(1 + omega ^ 12)
1/20 * jk(1 + beta)(1 + beta ^ 2)
j