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--- en:eingabe_der_maschinenparameter_und_konfiguration:schneckenelemente:exzentrische_knetbloecke [2025/11/02 21:43] – deppe2
+++ en:eingabe_der_maschinenparameter_und_konfiguration:schneckenelemente:exzentrische_knetbloecke [2025/11/02 21:46] (aktuell) – deppe2
@@ Zeile 25: / Zeile 25: @@
 ** Maximum diameter ratio of three-way profile (i=3)**
-$$D_{v,3} = D_{a,3 \max} = \frac{1}{2 \cdot \cos\left(\frac{\pi}{2 \cdot i}\right) - 1} = 1.366 \tag{Equation 3-}$$
+$$D_{v,3} = D_{a,3 \max} = \frac{1}{2 \cdot \cos\left(\frac{\pi}{2 \cdot i}\right) - 1} = 1.366 \tag{Equation 3-13}$$
 **Outer diameter of three-course profile**
-$$D_{a,3} = \frac{2 \cdot a}{1 + \frac{1}{D_{v,3}}} tag{Equation 3-14}$$
+$$D_{a,3} = \frac{2 \cdot a}{1 + \frac{1}{D_{v,3}}} \tag{Equation 3-14}$$
 **Eccentricity $e$**
-$$e = \frac{D_{a,2} - D_{a,3}}{2} tag{Equation 3-15}$$
+$$e = \frac{D_{a,2} - D_{a,3}}{2} \tag{Equation 3-15}$$
 **Inside diameter of three-course profile**
-$$D_{i,3} = 2 \cdot a - D_{a,3} tag{Equation 3-16}$$
+$$D_{i,3} = 2 \cdot a - D_{a,3} \tag{Equation 3-16}$$
@@ Zeile 50: / Zeile 50: @@
 This profile shows that the comb angles are zero. Therefore the flank angles of the standard profile are the same:
-$$\phi_{k,3} = \phi_{g,3} = 0 tag{Equation 3-17}$$
+$$\phi_{k,3} = \phi_{g,3} = 0 \tag{Equation 3-17}$$
 **Comb angle:**
-$$\angle AOB = \angle BOC = \angle COD = \Omega_3 = 60° tag{Equation 3-18}$$
+$$\angle AOB = \angle BOC = \angle COD = \Omega_3 = 60° \tag{Equation 3-18}$$
 **Flank angle:**
-$$R_{a,3} = \frac{D_{a,3}}{2} tag{Equation 3-19}$$
+$$R_{a,3} = \frac{D_{a,3}}{2} \tag{Equation 3-19}$$
 **Outside radius:**
-$$R_{i,3} = \frac{D_{i,3}}{2} = \left(a - \frac{D_{a,3}}{2}\right) tag{Equation 3-20}$$
+$$R_{i,3} = \frac{D_{i,3}}{2} = \left(a - \frac{D_{a,3}}{2}\right) \tag{Equation 3-20}$$
 **Inside radius:**