Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit330-09-20020819_073600_20020819_122100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/08/19 |
Start Time | | 2002/08/19 07:36 |
End Time | | 2002/08/19 12:19 |
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 | | -11.93 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 242.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit330-09-20020819_073600_20020819_122100-constBx0 |
Minimum Dst Value | | -53 |
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 Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |