Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit279-01-20020418_090100_20020418_134500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/18 |
Start Time | | 2002/04/18 09:01 |
End Time | | 2002/04/18 13:43 |
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 | | -12.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.41 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit279-01-20020418_090100_20020418_134500-constBx0 |
Minimum Dst Value | | -124 |
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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