Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit355-05-20021017_002300_20021017_050800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/17 |
Start Time | | 2002/10/17 00:23 |
End Time | | 2002/10/17 05:06 |
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 | | 18.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.70 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 177.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit355-05-20021017_002300_20021017_050800-constBx0 |
Minimum Dst Value | | -62 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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