Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit356-07-20021019_190300_20021019_234800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/19 |
Start Time | | 2002/10/19 19:03 |
End Time | | 2002/10/19 23:46 |
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 | | 7.32 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.21 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit356-07-20021019_190300_20021019_234800-constBx0 |
Minimum Dst Value | | -31 |
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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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