Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: ULFEVENT_OpenGGCM_051519_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 28, 2017 |
Start Time | | 2017/05/28 04:00 |
End Time | | 2017/05/28 10:00 |
Key Words | | Bx -7.0 |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 12.38 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.66 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 81.00000 |
Conductance Model | | CTIM |
Corotation | | real |
Run Number | | ULFEVENT_OpenGGCM_051519_1 |
Minimum Dst Value | | -122 |
SW Source | | ACE-realtime |
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-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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