Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit318-04-20020720_182700_20020720_231200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/20 |
Start Time | | 2002/07/20 18:27 |
End Time | | 2002/07/20 23:10 |
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 | | -25.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.48 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit318-04-20020720_182700_20020720_231200-constBx0 |
Minimum Dst Value | | -22 |
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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