Seeing Movement Dynamics

Bartenieff has written that movement dynamics are a critical component in understanding movement behavior.  As she notes, “We see not only the design of movement (its direction and timing) but by its specific dynamics we catch its meaning, its impact and expressiveness.”

Notation captures which part of the body moves, where it goes, and how long the action takes.  Space Harmony/Choreutics approaches bodily movement in space from a more theoretical position by prescribing spatial paths and sequences of whole body action.  … Read More

Seeing Spatial Patterns

Laban’s notation merely describes the spatial path of bodily actions.  In contrast, Space Harmony prescribes sequences of directional change, which Laban called “scales.”

Laban’s Choreutic scales are patterns based upon joint structure, bodily proportion, range of motion and the necessity of maintaining bipedal balance as we move through the gravitational field of our environment.

At the most basic level, Laban’s scales address orientation to space through three body axes – vertical, horizontal, and sagittal – and the motions used in attack and defense. … Read More

Looking at Movement with Labanotation/Kinetography

Laban’s initial work focused on creating a way to record dances in symbols – Labanotation/Kinetography was the result.  Analogous to musical notation, this way of looking at movement serves to make a record of the visible structure of movement that can be read and reproduced.

To do so, the notation indicates the parts of the body that are used, the directions and spatial paths they follow, and the duration of these actions. It differentiates among weight-bearing and non-weight bearing actions, with close attention to where a movement is initiated.… Read More

Looking at Movement in Three Ways

Irmgard Bartenieff notes that there are three crystallizations of Laban’s ways of looking at, describing, and notating movement: “(1) space harmony (choreutics), (2) Labanotation/Kinetography, and (3) Effort/Effort notation.”

In addition, Bartenieff explains that the existence of these three systems enables Laban’s “colleagues and students to study and work with some extremely elusive phenomena in tangible ways.”

The “elusive phenomena” to which Bartenieff refers are human movements.  In everyday life, the actions of our bodies disappear even as they are occurring.  That is, movement exists at a perpetual vanishing point. … Read More

Other Aids for Modeling Movement Space

Besides having a skeletal icosahedron (or two!), other materials can be used to represent space harmony scales.  Many of these can be purchased at any hobby store.

For example, colored trim tape for detailing model cars and planes can be used to highlight peripheral sequences, marking the edges the scale follows.  I have mapped one of the Girdles on this ico I found in a pet store.

For transverse scales, colored yarn or ribbon can be strung through the icosahedral model to show the shape and location of the sequences.… Read More

Ready Made Icosahedra

While educational toy geometry kits are fine, it is also possible to find affordable ready-made icosahedra – sometimes in unusual places.

For example, I found a rubbery icosahedron at a pet store.  It was a dog toy with a soft ball in the center.  I just removed the ball and bingo – a light and durable ico model!

I have also found several different skeletal icosahedra in hobby stores that sell inexpensive decorative items, such as Hobby Lobby and Michael’s.  The gold model in the illustration is one example. … Read More

Polyhedral Models for Movement Study

Laban primarily used the octahedron, cube, and icosahedron as movement models.  However, geometrical models are usually sold in sets that feature all five Platonic Solids, including the tetrahedron and dodecahedron.

For movement study purposes, you need “skeletal” models; that is, models without solid faces.   Skeletal models consist only of edges and corners, such as the Platonic Solids shown in the accompanying illustration. These models make it possible to see into the interior space of these regular three-dimensional forms.

You can find kits for building skeletal polyhedral among educational children’s toys, such as Zometool. … Read More

Body, Mind, and Space

Laban recognized that movement is a psychophysical phenomenon involving both body and mind.  Understanding Laban’s notions of space harmony also requires both physical and mental effort.

In the upcoming MoveScape Center workshop, “Harmonics of Space,” we approach Laban’s space harmony scales using both body and mind.  We explore how Laban created a comprehensible geography of movement space, and then employed consistent design principles to create elegant, “harmonic” sequences of directional change.

To support our mental efforts, I recommend working with visual, three-dimensional models. … Read More

The Icosahedron and the Body

Laban developed spatial sequences known as “scales” using both the octahedron and cube. His major harmonic scales, however, unfold within an icosahedron.  There are many reasons why Laban preferred this three-dimensional form as a virtual geography of the kinesphere.

The icosahedron is more spherical than either the octahedron or cube.  The oblique lines of motion defined by the edges and transverse rays of the icosahedron are “those which we most easily distinguish when seeing and experiencing movement,” according to Laban.  Moreover, there is a strong correlation between “the angles of the icosahedron and the angles occurring in the movements of the body in normal everyday use.”… Read More

Harmonic Geometries of the Kinesphere

It is well-known in projective geometry that the Platonic Solids, related in concentric order, form harmonic structures in space.  Laban draws on this idea in the following way.

He views the body as centered in a sphere of space.  Encased in this sphere are the structures of the regular polyhedra.  As Bodmer explains, “This means that the body is related to a structural space form, which emanates from the center of the body and extends outward in ever-growing levels…. A whole group of associated and linked spatial patterns can be evolved” from the concentric order of the Platonic Solids.… Read More