Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit284-10-20020502_010800_20020502_055200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/02 |
Start Time | | 2002/05/02 01:08 |
End Time | | 2002/05/02 05:50 |
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 | | -6.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.84 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 171.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit284-10-20020502_010800_20020502_055200-constBx0 |
Minimum Dst Value | | -3 |
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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