Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit283-10-20020429_160500_20020429_204900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/29 |
Start Time | | 2002/04/29 16:05 |
End Time | | 2002/04/29 20:47 |
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 | | -25.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit283-10-20020429_160500_20020429_204900-constBx0 |
Minimum Dst Value | | -28 |
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 Polar for time period of this run.
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)
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