Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-10-20020613_202200_20020614_010600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/13 |
Start Time | | 2002/06/13 20:22 |
End Time | | 2002/06/14 01:04 |
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 | | -23.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.41 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 137.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-10-20020613_202200_20020614_010600-constBx0 |
Minimum Dst Value | | -19 |
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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