Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_071122_2 | |
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 | | OpenGGCM |
Model Version | | 5.0 |
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 | | 33 |
F10.7 | | 112.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Pauline_Dredger_071122_2 |
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.
Satellite data B plot for Cluster-1 for time period of this run.
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)
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