Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_073117_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | August 15, 2015 |
Start Time | | 2015/08/15 05:00 |
End Time | | 2015/08/15 17:00 |
Key Words | | Magnetopause Crossing |
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 | | 4.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.07 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 91.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shreeya_Khurana_073117_4 |
Minimum Dst Value | | -64 |
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 Cluster-3 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. |