Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit340-10-20020912_073500_20020912_122000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/12 |
Start Time | | 2002/09/12 07:35 |
End Time | | 2002/09/12 12:18 |
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 | | -2.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.26 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 215.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit340-10-20020912_073500_20020912_122000-constBx0 |
Minimum Dst Value | | -55 |
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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