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-8 for time period of this run.
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