107 
2. Empirisches Widerstandsgesetz für Krupp’sche 
Normalgeschosse. 
*16 
[5/ 12.1p 
y 1 6 
11349.76 ] 
' *',« 
[257.69] 
y\ ö 
[- S.56] 
l ’l6 
[257.56] 
4.82278 
k 
5.34199 
y 
3.13025 
ky 
8.47224 
Xi 
1.52776 
1.51468 
1—ky 
9.98692 
( 1 —ky) 
r 9.93865 
( l—ky)r - 
- 1 9.95173 
(1 — kyp 
~‘ 2 9.96481 
X"l6 
[— 3 829] 
y"ie 
[— 9.668] 
V 'lG 
[— 3.468] 
trr 
A 3 6 
[+ 0.137] 
v"' . 
> 16 
[+ 0.141] 
tr 
16 
[+ 0.505] 
. x< lv > 
16 
[— 0.025] 
vdV) 
> 16 
[— 0.007] 
X (V) 
x 16 
[+ 0.009] 
(V) 
\r\ ' 
> 16 
[+ 0.004] 
c 
5.72025 
a. 
Ö” 
2.51313 
q 
8.23338 
Q 
9.93865 
Cr 
8.17203 
— x' 
2.41 109 n 
-Y 
0.98046 
v 
2.41 139 n 
x" 
0.58312 n 
- Y Ts, 
9.15249 
~ § 
0.99167 n 
1.83918 
1.83285 
y" 
0.98534 
Y 
V 
8.56907 n 
_ gyj 
9.56074 
o 
~~ V (3 2 
0.58342 n 
1 .02268 
0.97937 
V 
0.5401 1 n 
dh* 
0.31534 
di» 
d(f: 
6.03559 
di' 
/ 
6.57570 n 
— ky 
6.01316 n 
(l-ky)r- 
; 9.95173 
d o 
5.96489 n 
dy 
Y 
0.98046 n 
Q 
6.94535 
</ Q 
6.51435 n 
q q 
5.17873 
1.33562 
1.31509 
V 
6.49382 n 
Cr 2 
02 
6.34406 n 
9.85024 
0.23257 
er 
6.72639 n 
er 
6.72639 n 
— x' 
2.41 109 n 
-Y 
0.98046 
V 
2.41 139 n 
X'" 
9.13778 
, T f er 
— y 
r **•> 
g?V2 
y'" 
7.70685 n 
9.16370 
1 .45685 
1.44141 
9.14826 
g+foy' 
0.98534 
/\r f \ 2 
8.12981 n 
2.85553 
0.99939 
0.98473 
CT 
& 
V 
8.58028 
9.56501 
er 
~~ V tiz 
9.13778 
9.57277 
0.13796 
ff 
V 
9.70297 
d q 
6.03559 
dv 
! 5.73856 | 
d 2 tr 
8.53329 
d 2 q 
4.25354 
Qv~ 
F 
V “ 
1 .08022 
5:33376 
9.59520 
.14418 
q ,; 
5.88274 
kT(r-i) 
1.92218 
(1 kyf 2 
9.96481 
d*^ 
1 .88699 
dy = 
Y i 
1.96092 
3.84791 
dy 
5.96489 
dy 
g+&y' 
0.98534 
x( i6 } [— 0 002] 
y ( , v ? [- o.ooi5] 
: ) Die Zahlen sind der im Anhang gegebenen Tabelle entnommen. 
15 
