Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Slava_Merkin_092909_1a | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | August 11 2002 |
Start Time | | 2002/08/11 06:00 |
End Time | | 2002/08/11 20:00 |
Key Words | | 2002/11/08 substorm new submission |
Model | | LFM |
Model Version | | 1.0.4 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 177.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Slava_Merkin_092909_1a |
Minimum Dst Value | | -30 |
SW Source | | DSCOVR-realtime |
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. |