Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit278-11-20020417_232700_20020418_041100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/17 |
Start Time | | 2002/04/17 23:27 |
End Time | | 2002/04/18 04:09 |
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 | | -4.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.77 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 195.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit278-11-20020417_232700_20020418_041100-constBx0 |
Minimum Dst Value | | -87 |
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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