Turn and Rotation
All our everyday movement involves turns and rotations; they are so familiar to us that we don't think about them.
In Dance we have to be very aware of their definitions and differences
π§ TURN: A Floor-Based Change in Direction
Turn is:
- A change in the dancerβs travel vector (Tvec) between two consecutive steps.
- Measured externally β using the Alignment Compass:
(e.g., FLOD, Diagonal Wall, Center).
- Anchored to the standing foot, which acts as the pivot base for this directional change.
- Quantified in eighths of a full rotation (β
= 45Β°, ΒΌ = 90Β°, etc.)
βοΈ Dance Application Example
Leader: LF Forward, commence to turn right
β RF side and slightly back, completing β
turn
β LF back, facing DW
This is a β
turn to the right β the Tvec changed from DW to DC, measured relative to the floor.
π« What Turn Is Not
- Turn is not a twisting action of the body.
- It does not require CBM (though they often occur together).
- Itβs a vector reorientation, not an axial body motion.
π Geometric Truth
Imagine plotting your travel path with arrows:
- Arrow A (Step 1) points DW.
- Arrow B (Step 2) points DC.
- The angle between arrows is the turn.
- No twist needed β even a plank on wheels could "turn" this way.
(Letβs call it the Hoverboard Principle.)
Summary
Turn = Travel Vector change
β External
β Floor-relative
β Not the same as body rotation
π ROTATION: Axial Motion Between Connected Body Segments
Rotation is:
- A change in angular orientation between two connected bones or body segments.
- Internal and anatomical, measured around a joint axis (e.g., spine, hip, knee, shoulder).
- Happens whenever any part of the body moves β even if there is no travel or floor-based turn.
𦴠Biomechanical Truth
Every movement involves joint rotation:
- The knee joint rotates the tibia under the femur.
- The hip joint rotates the femur relative to the pelvis.
- The torso rotates around the spine.
- Even the head rotates atop C1/C2 when you look toward your partner.
Rotation is how carbon beings articulate. Without it, weβre mannequins on rollers.
βοΈ Dance Relevance
- Body rotation shapes figures: think Natural Turn vs. Reverse Turn.
- Controlled torso rotation enables CBM and maintains frame integrity.
- Rotation of the standing leg's femur dictates the poise and balance of the pelvis.
π Visual Model
Imagine a pair of scissors opening β thatβs rotation at the hinge.
Now imagine standing on one leg and winding your torso β
Thatβs rotation without turn or travel.
β Important Distinction
Concept |
What It Measures |
Relative To |
Example |
Turn |
Change in Tvec |
The Floor (alignment) |
Turn from DW to DC |
Rotation |
Angular change between bones |
The Skeleton |
Spine rotates over pelvis when we bend |
Summary
Rotation = Internal angular movement
β Happens constantly
β Defined by joint articulation
β Makes CBM, shaping, and styling possible
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