Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dibyendu_Sur_071221_5 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | March 09, 2012 |
Start Time | | 2012/03/09 00:00 |
End Time | | 2012/03/10 02:00 |
Key Words | | Joule Heating |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -8.17 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 143.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Dibyendu_Sur_071221_5 |
Minimum Dst Value | | -143 |
SW Source | | ACE-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-C for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |