Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit275-10-20020410_153500_20020410_202000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/10 |
Start Time | | 2002/04/10 15:35 |
End Time | | 2002/04/10 20:18 |
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 | | -19.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.94 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 195.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit275-10-20020410_153500_20020410_202000-constBx0 |
Minimum Dst Value | | 16 |
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-10 for time period of this run.
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)
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