Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Zhenpeng_Su_042923_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 07, 2014 |
Start Time | | 2014/06/07 16:30 |
End Time | | 2014/06/07 17:30 |
Key Words | | magnetopause |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 32.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.68 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 140.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Zhenpeng_Su_042923_1 |
Minimum Dst Value | | -4 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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