Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit290-11-20020516_121900_20020516_170300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/05/16 |
Start Time | | 2002/05/16 12:19 |
End Time | | 2002/05/16 17:01 |
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 | | -27.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 162.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit290-11-20020516_121900_20020516_170300-constBx0 |
Minimum Dst Value | | -28 |
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. |