Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_091821_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 20, 2015 |
Start Time | | 2015/12/20 12:00 |
End Time | | 2015/12/21 00:00 |
Key Words | | magnetopause |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -20.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.51 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 112.80000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Pauline_Dredger_091821_3 |
Minimum Dst Value | | -170 |
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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