Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Martin_Connors_052910_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 15 2001 |
Start Time | | 2001/08/15 00:00 |
End Time | | 2001/08/15 07:00 |
Key Words | | isolated substrom |
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 | | 3.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 151.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Martin_Connors_052910_1 |
Minimum Dst Value | | -16 |
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 GOES-10 for time period of this run.
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)
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