Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ram_Singh_032421_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 19, 2015 |
Start Time | | 2015/12/19 10:00 |
End Time | | 2015/12/20 06:00 |
Key Words | | NBZ currents |
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 | | -25.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 115.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Ram_Singh_032421_1 |
Minimum Dst Value | | -27 |
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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