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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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