Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit272-01-20020401_172700_20020401_221100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/01 |
Start Time | | 2002/04/01 17:27 |
End Time | | 2002/04/01 22:09 |
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 | | -13.48 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit272-01-20020401_172700_20020401_221100-constBx0 |
Minimum Dst Value | | -21 |
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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