Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit283-03-20020428_065000_20020428_113400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/28 |
Start Time | | 2002/04/28 06:50 |
End Time | | 2002/04/28 11:32 |
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 | | -10.12 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.17 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 149.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit283-03-20020428_065000_20020428_113400-constBx0 |
Minimum Dst Value | | -34 |
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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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