Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit331-01-20020820_023300_20020820_071800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/20 |
Start Time | | 2002/08/20 02:33 |
End Time | | 2002/08/20 07:16 |
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 | | -3.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 232.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit331-01-20020820_023300_20020820_071800-constBx0 |
Minimum Dst Value | | -59 |
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 GOES-10 for time period of this run.
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)
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