Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit296-10-20020530_135700_20020530_184100-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 13:57 |
End Time | | 2002/05/30 18:39 |
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 | | -32.08 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.23 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit296-10-20020530_135700_20020530_184100-constBx0 |
Minimum Dst Value | | -13 |
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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