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 THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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