Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit364-02-20021106_200200_20021107_004600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/06 |
Start Time | | 2002/11/06 20:02 |
End Time | | 2002/11/07 00:44 |
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 | | 15.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.50 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 181.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit364-02-20021106_200200_20021107_004600-constBx0 |
Minimum Dst Value | | -53 |
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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