Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit295-09-20020528_001000_20020528_045400-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 | | 2002/05/28 |
Start Time | | 2002/05/28 00:10 |
End Time | | 2002/05/28 04:52 |
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 | | -13.75 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.40 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 191.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit295-09-20020528_001000_20020528_045400-constBx0 |
Minimum Dst Value | | -33 |
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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