Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit262-08-20020310_075300_20020310_123800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/10 |
Start Time | | 2002/03/10 07:53 |
End Time | | 2002/03/10 12:36 |
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 | | 5.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.83 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit262-08-20020310_075300_20020310_123800-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 GOES-8 for time period of this run.
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)
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