Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWPC_SWMF_022512_7 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 05, 2010 |
Start Time | | 2010/04/04 19.00 |
End Time | | 2010/04/06 00:00 |
Key Words | | dB/dt R2O Challenge 2011 April 05, 2010, SSW16 |
Model | | SWMF |
Model Version | | v20110131 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -16.11 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.17 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 79.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | SWPC_SWMF_022512_7 |
Minimum Dst Value | | -50 |
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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