Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit373-05-20021128_201000_20021129_005500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/28 |
Start Time | | 2002/11/28 20:10 |
End Time | | 2002/11/29 00:53 |
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 | | 20.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 136.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit373-05-20021128_201000_20021129_005500-constBx0 |
Minimum Dst Value | | -37 |
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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