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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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