Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit375-02-20021203_000300_20021203_044700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/03 |
Start Time | | 2002/12/03 00:03 |
End Time | | 2002/12/03 04:45 |
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 | | 29.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 141.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit375-02-20021203_000300_20021203_044700-constBx0 |
Minimum Dst Value | | -28 |
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.
Model values plot for IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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