Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Sean_Blake_041919_6 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 24, 2001 |
Start Time | | 2001/11/24 00:00 |
End Time | | 2001/11/25 00:00 |
Key Words | | 2001_11_24 |
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 | | -24.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.03 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 168.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Sean_Blake_041919_6 |
Minimum Dst Value | | -221 |
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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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