1 / 10

Understanding Instrumental Resolution Variance in SANS: Geometry and Scattering Effects

This chapter delves into the instrumental resolution variance in Small-Angle Neutron Scattering (SANS) focusing on key parameters such as geometry, wavelength spread, and gravitational influence. It makes a crucial distinction between high and low flux configurations impacting the resolution, detailing how scattering peaks broaden at high Q-values. The chapter presents a comprehensive analysis using a specific instrument configuration with clarifications on associated measurements like source-to-sample and sample-to-detector distances. Ultimately, it highlights the trade-offs between flux and resolution in SANS experiments.

pahana
Télécharger la présentation

Understanding Instrumental Resolution Variance in SANS: Geometry and Scattering Effects

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. CHAPTER 15 - THE SANS INSTRUMENTAL RESOLUTION 15:2. VARIANCE OF THE Q RESOLUTION 15:3. SANS RESOLUTION VARIANCE Geometry Wavelength spread Gravity 15:4. MINIMUM Q

  2. INSTRUMENTAL SMEARING

  3. y z x 15:2. VARIANCE OF THE Q RESOLUTION Scattering variable: Variance of the Q resolution: neutron beam

  4. 2D area detector circular source aperture y circular sample aperture R1 R2 x L1 L2 y 2D area detector Dl l-Dl l+Dl l 2 Dl R1 r f x r cos(f) 15:3. SANS RESOLUTION VARIANCE Geometry Wavelength spread

  5. source aperture sample aperture 2D area detector y v0 z L1 L2 PARABOLIC NEUTRON TRAJECTORIES millimeters meters

  6. DERIVATIONS source sample detector horizontal vertical

  7. SUMMARY geometry wavelength spread gravity R1: source aperture radius R2: sample aperture radius Dx3 and Dy3: sides of the detector cell L1: source-to-sample distance L2: sample-to-detector distance Dl: wavelength spread, FWHM of triangular distribution function

  8. SPECIFIC INSTRUMENT CONFIGURATION L1 = 16.14 m, L2 = 13.19 m R1 = 0.715 cm, R2 = 0.635 cm Dx3 = Dy3 = 0.5 cm l = 6 Å, Dl/l = 0.13.

  9. 2D area detector source aperture sample aperture L1 L2 15:4. MINIMUM Q umbra penumbra geometry gravity

  10. COMMENTS -- There is always a trade-off between flux-on-sample and instrumental resolution. -- High flux and low resolution condition is obtained for the high-Q instrument configuration. Low flux and high resolution condition is obtained for the low-Q instrument resolution. -- The variance of the Q resolution increases with Q. Scattering peaks broaden a lot at high-Q. Higher order peaks are hard to resolve.

More Related