Wedge

For virtual/anatomical regions: Use to analyze whether there is differential growth or retraction of dendritic processes in particular locations.

The Wedge Analysis examines the distribution of dendritic length relative to a fixed point and direction. It is similar to the Polar Histogram, although the Wedge Analysis determines direction relative to a single point, while the Polar Histogram determines direction locally.

Procedure

  1. Prepare your data file in Neurolucida.
  2. Open your data file.
  3. Select Analyze>Neuron data>Spatial.

How it works

A coordinate system is created at the point with the 0 angle defined by a ray that originates at the point. The plane is divided into a number of equiangular wedges. The length in each wedge is the sum of the lengths that fall within the wedge. Projection causes foreshortening of the tracing because the Z information is lost in projection but length calculations still take the Z information into account. The total length in all wedges is the same as the total length of all dendritic processes used in the analysis.

Reference

Nogueira-Campos, A. A., Finamore, D. M., Imbiriba, L. A., Houzel, J. C., & Franca, J. G. (2012). Distribution and morphology of nitrergic neurons across functional domains of the rat primary somatosensory cortex. Frontiers in Neural Circuits, 6, 57. http://doi.org/10.3389/fncir.2012.00057

Goldstein, L.A., Kurz, E.M., Kalkbrenner, A., Sengelaub, D.R. (1993). Changes in dendritic morphology of rat spinal motoneurons during development and after unilateral target deletion. Developmental Brain Research, 73:151-163.

In this article, wedges are referred to as "sectors" but the conceptual basis is the same.