Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Sean_Blake_041919_7 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 11, 2000 |
Start Time | | 2000/08/11 06:00 |
End Time | | 2000/08/12 18:00 |
Key Words | | 2000_08_11 |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 5.55 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.15 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 192.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Sean_Blake_041919_7 |
Minimum Dst Value | | -235 |
SW Source | | ACE-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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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