Broadening versus converging wedges
Let U(t) be the upper boundary and L(t) the lower boundary at bar t on a linear price scale. Their vertical separation is W(t) = U(t) - L(t). Require W(t) to remain positive over the formation. With straight boundaries, the width changes by the upper slope minus the lower slope each bar. The table is a geometric classification, not a forecast.
- An expanding wedge pattern is another name used for a broadening wedge. A formation with an upward upper line and a downward lower line is a broadening formation, but does not meet the same-direction wedge definition used here.
- TradingView describes its Falling Wedge pattern as a converging channel. Do not assume that its detector identifies a descending broadening wedge simply because both patterns point downward.
- These equations use arithmetic prices and bar indices. Drawing straight lines in logarithmic price space changes the geometry; keep the scale and calculation convention consistent.
| Structure | Slope relationship | Width over time |
|---|---|---|
| Ascending broadening wedge | Both positive; upper slope is larger | Increases |
| Descending broadening wedge | Both negative; lower slope is more negative | Increases |
| Converging rising wedge | Both positive; lower slope is larger | Decreases |
| Converging falling wedge | Both negative; upper slope is more negative | Decreases |
| Parallel channel | Equal slopes | Stays constant |