Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: GEM_CEDAR_073015_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 16, 2013 |
Start Time | | 2013/03/16 00:00 |
End Time | | 2013/03/20 00:00 |
Key Words | | IE |
Model | | SWMF |
Model Version | | v20130129 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -5.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.84 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 125.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | GEM_CEDAR_073015_3 |
Minimum Dst Value | | -132 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-B for time period of this run.
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)
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