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.
Satellite data B plot for THEMIS-D for time period of this run.
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)
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