One-Dimensional
Kinematics
Part III, Acceleration and Relationships
In this part, you’ll measure acceleration in three ways while also
learning more analysis functions.
• Take the
cursor and highlight a time interval of the ax(t) plot when
the cart
was in motion by clicking on the curve at an integral time, e.g. 2 s,
and dragging the cursor to another integral time, e.g. 6 s. Use
the Statistics function, to the right of the Tangent function in the
upper toolbar, to find the mean value of the acceleration in your
chosen time interval. Copy and paste this plot into the
appropriate space in your worksheet, making sure that the mean value of
the acceleration and the data are readable.
• Highlight
the same time interval of the vx(t) plot as you did for the ax(t)
plot. Use the Linear Fit function of the button labeled “R=” on
the upper toolbar to find the slope of the velocity curve. The
slope should be close to the value you got above for the mean value of
the acceleration. Copy and paste this plot into the appropriate
space in your worksheet, making sure that the value of the slope and
the data are
readable.
• Return to
the x(t) graph. Select the same time interval and apply the Curve Fit
function of the button labeled “f(X)=”, to the right of the Linear Fit
button on the upper toolbar. The Curve Fit pop-up window will
appear. Select Quadratic General Equation, then Try Fit, then OK.
The variable A of x=At2+Bt+C should be approximately equal
to one-half
the mean value of the acceleration from the ax(t)
plot. Copy and
paste this plot into the appropriate place in Question 4 of the
worksheet, making sure that the value of A and the data are readable.
• Summarize
your numerical results in Question 5 of the worksheet.
• Each
partner should do Question 6 individually, in which you state in your
own words the graphical and mathematical relationships among the
kinematical variables. Make sure to change the order of your name
and your partner's name at the top of the worksheet for your respective
copies. Email them to yourselves such that you have a record of
your work in case of any problems with submission for grading. To
submit them, each student must log on to the section's myWPI site,
select Lab Submissions in the left-hand menu, click on the appropriate
link, and attach the local file (your worksheet). Internet
Explorer is the most reliable means of submission.
We hope you now appreciate all the kinds of analysis that Logger Pro
can do and have a solid understanding of one-dimensional
kinematics. If you do not, please ask for help!
Back to the Overview
Back to Part I
Back to Part II
Worksheet
Index