Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit278-01-20020415_235700_20020416_044100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/15 |
Start Time | | 2002/04/15 23:57 |
End Time | | 2002/04/16 04:39 |
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 | | -2.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.31 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit278-01-20020415_235700_20020416_044100-constBx0 |
Minimum Dst Value | | -17 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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