Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: tao_huang_083014_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 30, 2001 |
Start Time | | 2001/01/30 15:00 |
End Time | | 2001/01/31 08:00 |
Key Words | | 20010130 |
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 | | -8.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.58 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | tao_huang_083014_1 |
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.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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