Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: GEM_CEDAR_073015_2 | |
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_2 |
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.
Model values plot for THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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