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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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