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