Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit274-09-20020408_014300_20020408_062800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/08 |
Start Time | | 2002/04/08 01:43 |
End Time | | 2002/04/08 06:26 |
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 | | 2.57 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit274-09-20020408_014300_20020408_062800-constBx0 |
Minimum Dst Value | | 3 |
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 Geotail for time period of this run.
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)
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