Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit272-02-20020401_221200_20020402_025600-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 22:12 |
End Time | | 2002/04/02 02:54 |
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 | | -0.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit272-02-20020401_221200_20020402_025600-constBx0 |
Minimum Dst Value | | -9 |
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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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