use matlab to solve

Name Plate data

$1,1kw$

$282011$ min

$f=50Hz$

$Pf=0\mathrm{.}95$

$I_{\text{s}\text{a}\text{t}\text{e}\text{d}}=7A$

$C_A=100{}_F$

$C_B=30{}_F$

Obsery

Observations:

$T_n=$ Rated torque $=3\mathrm{.}725$

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Discussion and Conclusions;

Plot torque versus slip, current versus slip, efficiency versus slip graphs,

Plot input power versus slip and output power versus slip and apparent power versus slip on the same graph area.

Plot calculated and measured power factors versus slip on the same graph are,

Observe the trend of graphs plotted in pars $1$ and $2,$ comment on the trend variations of various performance parameters with the slip. Referring text books or internet sites compare the performance of capacitor$-$run single$-$phase induction motors with the corresponding performance of shaded pole motors and Split phase motor and write down your comments.

From the graphs plotted in part $2$ you will observe that the difference between input and output power are different at different slips. Give your comment why this is so$.$

Comment on the difference in measured and calc

$T_n=$ Rated torque $=.3\mathrm{.}725$

dots

dotsdotsdots

Discussion and Conclusions;

Plot torque versus slip, current versus slip, efficiency versus slip graphs,

Plot input power versus slip and output power versus slip and apparent power versus slip on the same graph area.

Plot calculated and measured power factors versus slip on the same graph are,

Observe the trend of graphs plotted in pars $1$ and $2,$ comment on the trend variations of various performance parameters with the slip. Referring text books or internet sites compare the performance of capacitor$-$run single$-$phase induction motors with the corresponding performance of shaded pole motors and Split phase motor and write down your comments.

From the graphs plotted in part $2$ you will observe that the difference between input and output power are different at different slips. Give your comment why this is so$.$

Comment on the difference in measured and calculated, power factor plotted in part $3.$ulated, power factor plotted in part $3.$

Name blate data

$1,1kw$

$\frac{28201}{m}in$

$f=50Hz$

$Pf=0\mathrm{.}95$

$I_{\text{r}\text{a}\text{t}\text{e}\text{d}}=7A$

$C_A=100{}_F$

$C_B=30{}_F$

Obsery

Observations: