Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: KarlM_Laundal_031709_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | May 12 2001 |
Start Time | | 2001/05/12 19:00 |
End Time | | 2001/05/12 23:00 |
Key Words | | Quiet IMF, large dipole tilt, large IMF Bx |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 29.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 22.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 141.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | KarlM_Laundal_031709_1 |
Minimum Dst Value | | -38 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Data/Model comparison B plot for Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |