Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: GEM_CEDAR_073015_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 16, 2013 |
Start Time | | 2013/03/16 00:00 |
End Time | | 2013/03/20 00:00 |
Key Words | | IE |
Model | | SWMF |
Model Version | | v20140611 |
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_1 |
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-C for time period of this run.
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)
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