Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: tao_huang_082414_5 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 21, 2007 |
Start Time | | 2007/11/21 15:00 |
End Time | | 2007/11/21 20:00 |
Key Words | | 20071121 |
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 | | -11.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.70 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 67.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | tao_huang_082414_5 |
Minimum Dst Value | | 8 |
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-E for time period of this run.
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)
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