Continuously Variable Transmission $(1)$

Given: A mechanical$-$hydrostatical continuously variable transmission due to the sketch. The addition of the two branches is done by a differential gear. Therefore is $n_O=n_M+n_2$ and $T_O=T_M=T_2.$

Wanted: $1)$ Please calculate $n_O,T_{In}$ and ${}_{lno}$ for $n_{ln}=\frac{14701}{m}in,T_O=200Nm,{}_{1\text{v}\text{o}\text{l}}={}_{2\text{v}\text{o}\text{l}}=0,9,{}_{1hm}={}_{2hm}=0,92$ and $V_1=0,5V_2!$

Reference: Back$$

$1$ of $2$

Continuously Variable Transmission $(2)$

Given: A mechanical$-$hydrostatical continuously variable transmission due to the sketch. The addition of the two branches is done by a differential gear. Therefore is $n_O=n_M+n_2$ and $T_O=T_M=T_2.$

Wanted: $2)$ Please calculate $n_0,T_{ln}$ and ${}_{in}$ for $n_{ln}=\frac{14701}{m}in,T_O=200Nm,{}_{1\text{v}\text{o}\text{l}}={}_{2\text{v}\text{o}\text{l}}=0,9,{}_{1hm}={}_{2hm}=0,92$ and $V_1=2V_2!$

Reference: Back$$

$2$ of $2$