Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Martin_Connors_071721_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 17, 2015 |
Start Time | | 2015/02/17 18:45 |
End Time | | 2015/02/17 23:45 |
Key Words | | rotation |
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 | | -3.42 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.44 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 115.70000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Martin_Connors_071721_1 |
Minimum Dst Value | | -55 |
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-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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