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.
Satellite data B plot for GOES-8 for time period of this run.
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)
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