Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: brian_pugh_103013_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 12, 2012 |
Start Time | | 2012/03/12 00:00 |
End Time | | 2012/03/14 00:56 |
Key Words | | model |
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 | | -6.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.79 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 114.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | brian_pugh_103013_1 |
Minimum Dst Value | | -51 |
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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