Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit350-02-20021004_123300_20021004_171800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/04 |
Start Time | | 2002/10/04 12:33 |
End Time | | 2002/10/04 17:16 |
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 | | -4.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 157.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit350-02-20021004_123300_20021004_171800-constBx0 |
Minimum Dst Value | | -115 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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