Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit265-11-20020318_012300_20020318_060700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/18 |
Start Time | | 2002/03/18 01:23 |
End Time | | 2002/03/18 06:05 |
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 | | 11.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.18 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit265-11-20020318_012300_20020318_060700-constBx0 |
Minimum Dst Value | | -1 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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