Presentation is loading. Please wait.

Presentation is loading. Please wait.

Group 8 Nicolas Hall Aaron Lowe Chin Joo Sin.

Similar presentations


Presentation on theme: "Group 8 Nicolas Hall Aaron Lowe Chin Joo Sin."— Presentation transcript:

1 Group 8 Nicolas Hall Aaron Lowe Chin Joo Sin

2 Curl of velocity For Cartesian Coordinates

3 er e er e r1 r2 2 1 Unfortunately, in polar coordinates, the unit vectors change with position.

4 er e er e r1 r2 2 1 Some questions to ask are: Does er change with r? No Does e change with r? No Does er change with ? Yes Does e change with ? Yes Note: These will help when we need to simplify later!

5 Curl in polar coordinates

6 0 because cross it’s a cross product of itself
0 because er doesn’t vary with r 0 because e doesn’t vary with r 0 because cross it’s a cross product of itself

7 Wow, it actually simplifies!
0 because e is crossing itself Wow, it actually simplifies!


Download ppt "Group 8 Nicolas Hall Aaron Lowe Chin Joo Sin."

Similar presentations


Ads by Google