Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Victor_Sergeev_042717_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | May 19, 2013 |
Start Time | | 2013/05/19 04:00 |
End Time | | 2013/05/19 18:00 |
Key Words | | substorm, steady convection, magnetotail dynamics |
Model | | LFM |
Model Version | | LTR-2_2_0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 10.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.81 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 138.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Victor_Sergeev_042717_1 |
Minimum Dst Value | | -56 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |