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.
Satellite data B plot for Cluster-2 for time period of this run.
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image/png;base64,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)
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