Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit276-11-20020413_052000_20020413_100400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/13 |
Start Time | | 2002/04/13 05:20 |
End Time | | 2002/04/13 10:02 |
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 | | -1.91 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 227.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit276-11-20020413_052000_20020413_100400-constBx0 |
Minimum Dst Value | | -26 |
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.
Data/Model comparison B plot for Polar for time period of this run.
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)
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