1. Excel Part I Basics and Simple Plotting Section 008 Fall 2013 EGR 105 Foundations of Engineering I

2. Excel Part I Topics Excel basics Cell referencing Math functions Charts (plots) Homework Assignment

3. Excel Basics Workbook organization –Cells (row/column) –Worksheets (names) Entering and formatting data Copy and paste Fill Simple math –+, –, *, /, ^ –Entry starts with = – “autosum” –Relative copy for math operations Data sort Split window

4. Excel Part I Topics Excel basics Cell referencing Math functions Charts (plots) Homework Assignment

5. Referring to Individual Cells Standard way: row column notation [r, c] –Actually, letter number (can be changed) –Updates when copying cells (“relative reference”) Example:C27 –For fixed, add $ sign (“absolute cell reference”) Example:$C$27 Cell names – can “rename” cells by changing content of box on upper left –Useful for formulas

6. Excel Part I Topics Excel basics Cell referencing Math functions Charts (plots) Homework Assignment

7. More Complicated Math What if you had to compute… or n = number of points

8. Built-in Functions in Excel Syntax: –Entry always starts with an equal sign (=) –Next is the name of the function followed by parentheses containing parameters or values to be operated on (arguments) –Examples: = SUM ( A10:C20 ) or = SUM ( $A$10:$C$20 ) = SQRT ( B17 ) or = SQRT ( $B$17) Many types available

9. Some work on single arguments, some on groups of arguments, some on none Composition of functions works also: = SQRT ( SUM ( A10:B17 ) ) How to invoke: –Know the name of the function –Excel’s function wizard: f x Built-in Functions in Excel

10. Elementary Math = SQRT (x) = ABS (x) = FACT (x) = SUM (x1,x2,…) = GCD (x1,x2,…) = LCM (x1,x2,…) = CEILING (x1,x2,…) = ROUND (x) = SUM (x1,x2,…) = COUNT (x1,x2,…) = EXP (x) = LOG (x) = LOG10 (x) = POWER (x,y) = RAND ( ) …….many others

11. Math and Trigonometry = ACOS (x) = ATAN2 (x,y) = CEILING (x,n) = COS (x)PI ( ) = DEGREES (x) = EXP (X) = FLOOR (x,n) = LCM (x1, x2, x3,…) = LOG10 (x) = RADIANS (x) = ROUNDUP (x,n) = SIN (x) = SINH (x) = TAN (x) = TRUNC (x,n) …….many others

12. Statistics = MIN (c1:d10) = MAX (c1:d10) = AVERAGE (c1:d10) = MEDIAN (c1:d10) = STDEV (c1:d10) = VAR (c1:d10) …….many others

13. Engineering = BESSELI (x,n) = CONVERT (x,from,to) = ERF (lower,upper) = DELTA (x1,x2) = DEC2BIN(x,places) = GESTEP (x,step) = HEX2BIN(x,places) = IMAGINARY (x,i) = IMCONJUGATE (x) = OCT2BIN (x,places) = …….many others

14. Logical Functions If test: = IF ( logical test, value if true, value if false ) Example: = IF (A10 >= B20,A10,0) Others: AND, NOT, OR

15. Interfacing to the World Open and Save (default format) Save As (choose format) Importing data –Copy and paste –Excel’s import wizard CSV HTML Text Excel/Word interfaces

16. Excel Part I Topics Excel basics Cell referencing Math functions Charts (plots) basics Homework Assignment

17. Charts (Plots) Excel’s terminology: –“Chart” (plot) Engineers commonly use XY scatter, not line!! –“Category” is the independent variable, horizontal axis, abscissa –“Value” is the dependent variable, vertical axis, ordinate Excel’s chart wizard (chart tab)

18. Graphing Standards Plotting –Experimental data Data pairs (x,y) –Theoretical curves An equation Axes scales –Linear –Range to show –Semilog and log Labeling –Axes names –Units Multiple curves on one set of axes –Legends –Line types –Symbols (if needed)

19. Simple Plotting Generate X and Y data to Plot

20. Common Types of Plots Example: Y=3X 2 Cartesian Semi-log : log x log-log : log y-log x

21. Problem 1 Compute Final Grade Totals Using Excel compute final grade totals (based on 100) for 6 students with semester grades as shown below. Use percentages: Exam 1&2 – 25% each; Homework – 20% and Final Exam – 30%. Work this problem on Sheet 1 of your Excel spreadsheet, and place your complete name on the first row. Homework Assignment #3 NameExam 1Exam 2HomeworkFinal ExamTotal Jim76827083 Sally78889085 Bob80858095 Jen86929095 Tim70848580 Carla81857088

22. Problem 2 Computing and Plotting Consider the motion of a baseball moving freely only under the influence of gravity. If the baseball starts at the origin at time=0 with an initial velocity v o and angle , the horizontal and vertical positions of the ball are given by the relations Also given for this problem is a set of experimental data (bb.txt) for the positions s h and s v (in meters) that includes air resistance. This data was collected for the case  = 25 o but the initial velocity was not recorded. Homework Assignment #3

23. Problem 2 Continued - 1.First cut and paste or use the import feature and move the data from bb.txt into Sheet 2 of your Excel Spreadsheet. Then make a plot of this data with s h on the horizontal axis and s v on the vertical axis. Plot this using scatter symbols. 2.Next on the same Sheet compute the positions s h and s v using the given theoretical relations using  = 25 o but with a variable initial velocity (use absolute referencing to an open cell). Plot these results using scatter solid line. Using trial and error, make several plotting attempts to closely match the experimental data points. 3.Final plot should contain experimental data and theoretical predictions, and include axes labels, legend and your complete name in title (see example plot). Homework Assignment #3

24. Problem 2 Example Plot

25. Problem 2 Continued – Submission Procedures Submit your Excel Spreadsheet with each problem work on Sheets 1 and 2 as an attachment to an email to Prof. Sadd with the subject line egr105_3 (no spaces). Due Date: October 10. Homework Assignment #3