Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit367-07-20021114_231000_20021115_035500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/14 |
Start Time | | 2002/11/14 23:10 |
End Time | | 2002/11/15 03:53 |
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 | | 25.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit367-07-20021114_231000_20021115_035500-constBx0 |
Minimum Dst Value | | -25 |
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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