Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_102022_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | August 05, 2011 |
Start Time | | 2011/08/05 13:20 |
End Time | | 2011/08/06 01:20 |
Key Words | | storm magnetopause |
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 | | 24.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.05 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 112.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Pauline_Dredger_102022_4 |
Minimum Dst Value | | -88 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Data/Model comparison B plot for Cluster-3 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |