Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit349-11-20021003_222200_20021004_030700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/03 |
Start Time | | 2002/10/03 22:22 |
End Time | | 2002/10/04 03:05 |
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 | | 9.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.04 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 146.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit349-11-20021003_222200_20021004_030700-constBx0 |
Minimum Dst Value | | -125 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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