From American Institute of Physics 27/11/23

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Forensic science has captured the public imagination by storm, as the profusion of “true crime” media in the last decade or so suggests.

By now, most of us know that evidence left at a crime scene, such as blood, can often reveal information that is key to investigating and understanding the circumstances around a crime — and that scientific methods can help interpret that information.

In Physics of Fluids, by AIP Publishing, a group of scientists from Boston University and the University of Utah demonstrated how bloodstains can yield even more valuable details than what is typically gathered by detectives, forensic scientists, and crime scene investigators.

By examining the protrusions that deviate from the boundaries of otherwise elliptical bloodstains, the researchers studied how these “tails” are formed.

“These protrusions are typically only used to get a sense of the direction that the drop traveled, but are otherwise neglected,” said author James Bird.

A tiny drop of blood during the millisecond it impacts a solid surface and develops the shape the stain. Of particular interest is the protrusion that develops on the right side and deviates from the otherwise elliptical stain boundary. Credit: James C. Bird

In fact, previous studies have primarily focused on larger blood drops falling vertically on flat surfaces or on inclined surfaces where gravity can reshape and obscure the tails.

By contrast, the new study involved a series of high-speed experiments with human blood droplets with diameters of less than a millimeter impacting horizontal surfaces at various angles.

“We show that the precise flow that determines the tail length differs from the flow responsible for the size and shape of the elliptical portion of the stain,” said Bird.

“In other words, the tail lengths encompass additional independent information that can help analysts reconstruct where the blood drop actually came from.”

Experimental setup. (a) Blood flows through a needle that is fastened to a rotating arm creating a moving jet that breaks up into droplets. The swinging motion of the arm facilitates the deposition of a strip of blood drops on a target surface. (b) Snapshots from the side view high-speed video of blood drops impacting a target surface. The time difference between each snapshot is 0.5 ms. (c) Superimposed image of the high-speed video that includes the snapshots in (b) from which R, U and α for each drop are measured. (d) The corresponding image of bloodstains from (c) once dried and viewed from above from which W, L, and δ are measured. Credit: Physics of Fluids

Indeed, the tail length can reflect information about the size, impact speed, and impact angle of the blood drop that formed the stain.

When measured for several blood stains in a stain pattern, the trajectories of the drops can be backtracked to their presumed origin.

While their analysis employed only horizontal surfaces to examine impact velocity dynamics, Bird and his colleagues hope it triggers more studies that focus on the length of the tail in bloodstain patterns.

Dependency of the tail length on the impact velocity. Stains with marginal difference in impact angles
and varying impact velocities are shown. Credit: Physics of Fluids

They believe that incorporating tail length into standard bloodstain analyses will produce more robust evidentiary information.

“Knowing the origin of the blood stains at a crime scene can help detectives determine whether a victim was standing or sitting, or help corroborate or question a witness’s testimony,” said Bird.

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