Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SUN_LEE_120718_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 28, 2015 |
Start Time | | 2015/12/28 05:00 |
End Time | | 2015/12/28 07:00 |
Key Words | | magneopause location |
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 | | -32.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.26 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 108.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | SUN_LEE_120718_1 |
Minimum Dst Value | | -6 |
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.
Satellite data B plot for Cluster-1 for time period of this run.
![](data: 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