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