Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit274-09-20020408_014300_20020408_062800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/08 |
Start Time | | 2002/04/08 01:43 |
End Time | | 2002/04/08 06:26 |
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 | | 2.57 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit274-09-20020408_014300_20020408_062800-constBx0 |
Minimum Dst Value | | 3 |
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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