Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit295-03-20020526_194000_20020527_002400-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 | | 2002/05/26 |
Start Time | | 2002/05/26 19:40 |
End Time | | 2002/05/27 00:22 |
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 | | -24.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit295-03-20020526_194000_20020527_002400-constBx0 |
Minimum Dst Value | | -23 |
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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