Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit364-12-20021108_193200_20021109_001600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/08 |
Start Time | | 2002/11/08 19:32 |
End Time | | 2002/11/09 00:14 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 14.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.08 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit364-12-20021108_193200_20021109_001600-constBx0 |
Minimum Dst Value | | -29 |
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-8 for time period of this run.
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)
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