Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit320-08-20020726_074300_20020726_122800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/26 |
Start Time | | 2002/07/26 07:43 |
End Time | | 2002/07/26 12:26 |
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 | | -18.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 249.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit320-08-20020726_074300_20020726_122800-constBx0 |
Minimum Dst Value | | -21 |
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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