Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit356-10-20021020_092100_20021020_140600-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 09:21 |
End Time | | 2002/10/20 14:04 |
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 | | 8.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit356-10-20021020_092100_20021020_140600-constBx0 |
Minimum Dst Value | | -24 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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