Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit267-06-20020321_194500_20020322_002900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/21 |
Start Time | | 2002/03/21 19:45 |
End Time | | 2002/03/22 00:27 |
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 | | -2.93 |
Dipole Tilt, in Y-Z GSE plane, deg | | -33.61 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 172.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit267-06-20020321_194500_20020322_002900-constBx0 |
Minimum Dst Value | | -9 |
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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