Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit349-05-20021002_174600_20021002_223100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/02 |
Start Time | | 2002/10/02 17:46 |
End Time | | 2002/10/02 22:29 |
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 | | -2.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 136.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit349-05-20021002_174600_20021002_223100-constBx0 |
Minimum Dst Value | | -99 |
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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