Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit373-08-20021129_102800_20021129_151300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/29 |
Start Time | | 2002/11/29 10:28 |
End Time | | 2002/11/29 15:11 |
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 | | 20.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.62 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 137.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit373-08-20021129_102800_20021129_151300-constBx0 |
Minimum Dst Value | | -27 |
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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