Module 2: Bloodstain Pattern Analysis - Stain Shape and Vector Correlation
Introduction to Stain Shape and Vector Correlation
Focus on the examination of blood stains found at crime scenes.
Introduces the principle of stain shape and vector correlation.
Main Principle Overview
General Principle: The shape of certain blood stains provides indicators of both the direction of deposition and the spatial origin.
Sub Principles
Directionality
Defined as the determination of the direction in which blood droplets were traveling at the moment of impact on a surface.
**Characteristics of Stains:
Circular or elliptical shape present.
May feature spines, scallops, or satellite stains.
Role of Morphology:
The shape and features help define the direction of travel at impact.
Specifics of Spatter Stains:
Individual spatter stains will establish impact direction based on their shapes.
Directional attributes include:
Long axis of the stain
Creation of scallops, tails, and satellites, present on the side opposite the initial contact point.
Visualization of Droplet Origin:
By evaluating the directionality of multiple stains, it is possible to visualize the general area where the blood droplets originated.
The concept of reverse vectors indicates convergence of stains at a two-dimensional area known as the pattern's convergence point.
Impact Angle
Impact Angle
Definitions and Characteristics:
The collapse of a droplet creates a stain that maintains either a circular or elliptical shape.
There is an empirical relationship between the ratio of the long and short axes of the stain and the impact angle at which the droplet struck the target.
Components of Stain:
Each stain has:
Major axis (long axis)
Minor axis (short axis)
Empirical Relationships:
Historically established relationships show that angular measurements correlate with stain ratios, thus allowing us to approximate the impact angle.
Visualization of Geometry:
A right triangle can be visualized using:
Diameter of the droplet
Path of the droplet
Area on the target where the droplet first impacts
The internal angle of the lines formed in the triangle (angle ACB) is the same as the angle of impact (denoted as angle I).
Trigonometric Relationship:
The major axis of the blood stain correlates to the hypotenuse of the triangle.
The minor axis of the blood stain corresponds to the side opposite the angle of impact.
This relationship allows for angle determination using trigonometric functions.
Practical Application
Measuring Stains:
The process involves:
Measuring the long and the short axes of the stain (excluding tails, scallops, or satellites).
The ratio obtained from dividing the short axis by the long axis will yield a value of one or less.
Use a calculator to determine the inverse sine of this ratio to find the angle of impact.
Association with Bullets:
Similar relationships can be applied to defects created by bullets.
Shape and Angle Correlation
Stains can be categorized based on their shape and corresponding impact angles:
More Circular Stains:
Indicate impact angles between 70° and 90°.
Bare Claw Shaped Stains:
Indicate impact angles ranging from 40° to 60°.
Elliptically Shaped Stains:
Indicate acute angle impacts of 30° or less.
Area of Origin and Three-Dimensional Analysis
The combination of impact angle and directional angles leads to a corollary known as Area of Origin:
This concept suggests that the impact and directional angles defined for multiple stains at a scene can help in pinpointing the stains' origin in three dimensions.
When defining both angles for several well-defined stains, the resulting vectors converge in three-dimensional space, indicating the area from which the blood droplets originated during the event.
Stringing Technique:
Utilizes directionality, pattern convergence, and area of origin to deduce event occurrences, allowing for theoretical reconstruction of movement and position during a crime.
Physically or virtually orienting strings in line with impact and directional angles can isolate the area of origin.
Advances in technology now allow software to assist in this reconstruction process, optimizing the analysis beyond physical stringing.