Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit315-07-20020714_052900_20020714_101400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/14 |
Start Time | | 2002/07/14 05:29 |
End Time | | 2002/07/14 10:12 |
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 | | -15.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.03 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 148.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit315-07-20020714_052900_20020714_101400-constBx0 |
Minimum Dst Value | | -7 |
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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