Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Muzhou_Lu_121417_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 11, 2015 |
Start Time | | 2015/06/11 00:00 |
End Time | | 2015/06/13 02:00 |
Key Words | | Just a test |
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 | | 20.42 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.20 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 144.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Muzhou_Lu_121417_1 |
Minimum Dst Value | | -23 |
SW Source | | DSCOVR-realtime |
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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