Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Eftyhia_Zesta_071602_2.1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | April 30 1998 |
Start Time | | 1998/04/30 8:00 |
End Time | | 1998/04/30 10:00 |
Key Words | | Pressure Pulse |
Model | | UCLA-GGCM |
Model Version | | 2.1-1 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 7.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | Eftyhia_Zesta_071602_2.1 |
Minimum Dst Value | | 9 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |