Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit277-12-20020415_190800_20020415_235200-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 19:08 |
End Time | | 2002/04/15 23:50 |
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 | | -15.25 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.41 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit277-12-20020415_190800_20020415_235200-constBx0 |
Minimum Dst Value | | -23 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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