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: |
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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 |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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