Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: tao_huang_083014_7 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 27, 2001 |
Start Time | | 2001/06/27 17:00 |
End Time | | 2001/06/27 22:28 |
Key Words | | 20010627_2 |
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 | | 33.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.08 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 153.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | tao_huang_083014_7 |
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 Geotail for time period of this run.
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)
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