Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit282-04-20020426_023300_20020426_071700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/26 |
Start Time | | 2002/04/26 02:33 |
End Time | | 2002/04/26 07:15 |
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 | | -4.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.03 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit282-04-20020426_023300_20020426_071700-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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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