Unevenness

5.2.10
Unevenness
Fig. 1
Earing due to planar anisotropy after five deep drawings

The unevenness z of a deep-drawn part can be calculated in two ways. With the first type of unevenness za , the height difference Δh is related to the average bowl height. In the second type, zb , Δh is related to the minimum bowl height hmin.16

Eqn. 1
\require{color}\definecolor{myred}{RGB}{255,0,0} \Delta h=h_{\color{myred}max}-h_{\color{myred}min}
Eqn. 2
\require{color}\definecolor{myred}{RGB}{255,0,0} z_{\color{myred}a}=\frac{\Delta h}{0,5\cdot\left(h_{\color{myred}max}+h_{\color{myred}min}\right)}
Eqn. 3
\require{color}\definecolor{myred}{RGB}{255,0,0} z_{\color{myred}b}=\frac{\Delta h}{h_{\color{myred}min}}
Elevation changeΔ h=5mm 
Relative unevennessza=10.53% 
zb=11.11% 
Uneven heighthmax = 50mm
hmin = 45mm
Calc 1
Unevenness
undefined
Fig. 2
Unevenness
16
Ostermann, F.Anwendungstechnologie AluminiumSpringerBerlin1998
© 2023 4Ming e.K.
Kdia v1.3.1
4Ming® Prototypes, tools, die cushions, presses
Management consulting, process development & process optimization
Interactive Sheet Metal Forming Technical Guide