Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: HT_Feng_062122_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 29, 2017 |
Start Time | | 2017/11/29 12:30 |
End Time | | 2017/11/29 13:30 |
Key Words | | reconnection |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -17.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.23 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 70.60000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | HT_Feng_062122_1 |
Minimum Dst Value | | 8 |
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-E for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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