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 THEMIS-C for time period of this run.
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)
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