Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit356-09-20021020_043500_20021020_092000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/20 |
Start Time | | 2002/10/20 04:35 |
End Time | | 2002/10/20 09:18 |
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 | | 20.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.26 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit356-09-20021020_043500_20021020_092000-constBx0 |
Minimum Dst Value | | -30 |
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 GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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