Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit334-10-20020829_004500_20020829_052900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/29 |
Start Time | | 2002/08/29 00:45 |
End Time | | 2002/08/29 05:27 |
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 | | -0.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.05 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 172.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit334-10-20020829_004500_20020829_052900-constBx0 |
Minimum Dst Value | | -28 |
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-8 for time period of this run.
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)
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