Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit331-04-20020820_165100_20020820_213600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/08/20 |
Start Time | | 2002/08/20 16:51 |
End Time | | 2002/08/20 21:34 |
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 | | -20.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.01 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 232.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit331-04-20020820_165100_20020820_213600-constBx0 |
Minimum Dst Value | | -54 |
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 Wind for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |