Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yi-De_Jing_052121_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 01, 2008 |
Start Time | | 2008/05/01 00:00 |
End Time | | 2008/05/05 00:00 |
Key Words | | plasma density |
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 | | 13.19 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.86 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 69.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yi-De_Jing_052121_1 |
Minimum Dst Value | | -23 |
SW Source | | ACE-L2 |
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 GOES-11 for time period of this run.
![](data: 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)
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