Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit292-11-20020521_063700_20020521_112200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/05/21 |
Start Time | | 2002/05/21 06:37 |
End Time | | 2002/05/21 11:20 |
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 | | -15.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.35 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit292-11-20020521_063700_20020521_112200-constBx0 |
Minimum Dst Value | | -25 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
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.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |