Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Suji_KJ_102417_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 20, 2015 |
Start Time | | 2015/03/20 18:00 |
End Time | | 2015/03/20 20:51 |
Key Words | | Substorm onset |
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 | | 10.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | 26.04 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 111.80000 |
Conductance Model | | CTIM |
Corotation | | real |
Run Number | | Suji_KJ_102417_1 |
Minimum Dst Value | | -58 |
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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