Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit296-11-20020530_184200_20020530_232600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/30 |
Start Time | | 2002/05/30 18:42 |
End Time | | 2002/05/30 23:24 |
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 | | -27.11 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.19 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit296-11-20020530_184200_20020530_232600-constBx0 |
Minimum Dst Value | | -8 |
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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