Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dibyendu_Sur_091820_10 | |
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 | | GUMICS |
Model Version | | 4-HC-20140326 |
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 | | 32 |
F10.7 | | 143.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Dibyendu_Sur_091820_10 |
Minimum Dst Value | | -143 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |