Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Junying_Yang_042021_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 09, 2008 |
Start Time | | 2008/03/09 04:30 |
End Time | | 2008/03/09 05:30 |
Key Words | | A case |
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 | | -15.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.35 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 68.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Junying_Yang_042021_1 |
Minimum Dst Value | | -57 |
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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