Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Martin_Connors_060910_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 5 2010 |
Start Time | | 2010/04/05 06:00 |
End Time | | 2010/04/05 10:00 |
Key Words | | shock Bz spike |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 79.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | Martin_Connors_060910_1 |
Minimum Dst Value | | -24 |
SW Source | | DSCOVR-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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)
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