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: |
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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 |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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