Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit315-07-20020714_052900_20020714_101400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/14 |
Start Time | | 2002/07/14 05:29 |
End Time | | 2002/07/14 10:12 |
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 | | -15.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.03 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 148.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit315-07-20020714_052900_20020714_101400-constBx0 |
Minimum Dst Value | | -7 |
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. |