KF |
4 |
\(i(t){=0.0804t}^{-0.2805}\) |
0.9281 |
0.00639 |
|
8 |
\(i(t){=0.2121t}^{-0.4149}\) |
0.9246 |
0.01253 |
|
12 |
\(i(t){=0.5920t}^{-0.5843}\) |
0.9408 |
0.02236 |
GF |
4 |
\(i\left(t\right)=0.0695\bullet\exp\left(-\left(\frac{t+864}{1027}\right)^{2}\right)+0.0065\) |
0.8251 |
0.00700 |
|
8 |
\(i\left(t\right)=0.3069\bullet\exp\left(-\left(\frac{t+817}{1510}\right)^{2}\right)+0.0087\) |
0.7694 |
0.01273 |
|
12 |
\(i\left(t\right)=0.0444\bullet\exp\left(-\left(\frac{t+737}{1138}\right)^{2}\right)+0.0091\) |
0.7672 |
0.02345 |
FSF |
4 |
\(\text{\ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ i}\left(t\right)=283900.031-104.2\sin{(5.708\times 10^{-7}\bullet t)}\operatorname{+283900cos}{(5.708\times 10^{-7}\bullet t)}\) |
0.8002 |
0.00631 |
|
8 |
\(i\left(t\right)=172100.035-78.57\sin{(7.888\times 10^{-7}\bullet t)}\operatorname{+172100cos}{(7.888\times 10^{-7}\bullet t)}\) |
0.6783 |
0.01005 |
|
12 |
\(i\left(t\right)=313600.570-159.2\sin{(9.103\times 10^{-7}\bullet t)}\operatorname{+313600cos}{(9.103\times 10^{-7}\bullet t)}\) |
0.6635 |
0.01898 |
GMF |
4 |
\(i\left(t\right)=7\frac{{100^{0.5}t}^{-0.5}}{\Gamma\left(0.5\right)}e^{-100t}+0.00165\) |
0.8912 |
0.00728 |
|
8 |
\(i\left(t\right)=8\frac{{107^{0.5}t}^{-0.5}}{\Gamma\left(0.5\right)}e^{-107t}+0.00195\) |
0.9620 |
0.01418 |
|
12 |
\(i\left(t\right)=9\frac{{126^{0.5}t}^{-0.5}}{\Gamma\left(0.5\right)}e^{-126t}+0.00219\) |
0.9526 |
0.02234 |
BF |
4 |
\(i\left(t\right)=0.1842\frac{\Gamma\left(0.35\right)\Gamma\left(1.2\right)}{\Gamma\left(1.55\right)}\left(\frac{t}{800}\right)^{-0.65}\left(1-\frac{t}{800}\right)^{0.2}+0.0107\) |
0.9176 |
0.00712 |
|
8 |
\(i\left(t\right)=0.3227\frac{\Gamma\left(0.45\right)\Gamma\left(1.2\right)}{\Gamma\left(1.65\right)}\left(\frac{t}{800}\right)^{-0.55}\left(1-\frac{t}{800}\right)^{0.2}+0.0053\) |
0.9637 |
0.01711 |
|
12 |
\(i\left(t\right)=0.4796\frac{\Gamma\left(0.55\right)\Gamma\left(1.2\right)}{\Gamma\left(1.75\right)}\left(\frac{t}{800}\right)^{-0.45}\left(1-\frac{t}{800}\right)^{0.2}+0.0012\) |
0.9580 |
0.02486 |