Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit310-07-20020702_073200_20020702_122000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/02 |
Start Time | | 2002/07/02 07:32 |
End Time | | 2002/07/02 12:18 |
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 | | -21.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.38 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 153.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit310-07-20020702_073200_20020702_122000-constBx0 |
Minimum Dst Value | | -6 |
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 Wind for time period of this run.
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)
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