Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit354-07-20021015_004900_20021015_053400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/15 |
Start Time | | 2002/10/15 00:49 |
End Time | | 2002/10/15 05:32 |
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 | | 18.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.82 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit354-07-20021015_004900_20021015_053400-constBx0 |
Minimum Dst Value | | -53 |
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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