Assignments

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Python coursework $23-24$ :

$+$

$8$

print maxium benaing stress$=",$ MaxBenaingstress$($maxM$,$ yc$,1),$ "MPa'$)$

Notebook

Python $3($ipykernel$)$

Maxium Bending stress$=9\mathrm{.}668963629326866$MPa

:

$[]$: ## Don't write any code in this box

$(8).$ Plot the internal shear force and moment diagram $[1$ mark$]$

Hint: You can copy the plotting command from the tutorials

$[50]$:

# Check your answer by printing the value $pr{\displaystyle \underset{\phantom{}}{\overset{\phantom{}}{}}}(x,V,M)$

#Diagrams plot

textstr$1$ MaxShearMoment $(V,M)[0]$

textstr$2$ MaxShearMoment $(V,M)[1]$

props $=$ dict $($boxstyle$=\text{'}$ round', facecolor$=$'white'$)$

fig, $(a1,a2)=$ plt$.,$ sharex$=$True, figsize$=(10,6))$

## Add the plotting command below to draw internal shear force and moment diagram:

# YOUR CODE HERE

ax$1.,$ label$=$'Internal Shear Force $($V$)\text{'})$

ax$1.$ set$\_$ylabel$(\text{'}$Shear Force $($N$)\text{'})$

ax$1.$ legend $()$

ax$2.p$ lot $,$ label$=$'Internal Bending Moment $($M$)\text{'})$

ax$2.$ set$\_$xlabel$(\text{'}$Distance along the diving board $($mm$)\text{'})$

ax$2.$set$\_$ylabel$(\text{'}$Bending Moment $(N**mm\text{'})$

ax$2.$ legend $()$

ax$1.,$ textstr$1,$ transform$=$ax$1.$transAxes, fontsize$=10,$ verticalalignment$=$'top', bbox$=$props$)$

ax$2.,$ textstr$2,$ transform$=$ax$2.$transAxes, fontsize$=10,$ verticalalignment$=$'top', bbox$=$props$)$

plt$.$ show$()$