Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit350-03-20021004_171900_20021004_220400-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 17:19 |
End Time | | 2002/10/04 22:02 |
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 | | -2.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 157.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit350-03-20021004_171900_20021004_220400-constBx0 |
Minimum Dst Value | | -95 |
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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