Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit283-11-20020429_205000_20020430_013400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/29 |
Start Time | | 2002/04/29 20:50 |
End Time | | 2002/04/30 01:32 |
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 | | -15.11 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit283-11-20020429_205000_20020430_013400-constBx0 |
Minimum Dst Value | | -25 |
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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