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L6470PD 数据表(PDF) 23 Page - STMicroelectronics

部件名 L6470PD
功能描述  dSPIN fully integrated microstepping motor driver with motion engine and SPI
PDF  70 Pages
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制造商  STMICROELECTRONICS [STMicroelectronics]
网页  http://www.st.com
标志 STMICROELECTRONICS - STMicroelectronics

L6470PD 数据表(HTML) 23 Page - STMicroelectronics

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L6470
Functional description
Doc ID16737 Rev 5
23/70
6.4.1
Automatic full-step mode
When motor speed is greater than a programmable full-step speed threshold, the L6470
switches automatically to Full-step mode (see Figure 7); the driving mode returns to
microstepping when motor speed decreases below the full-step speed threshold. The full-
step speed threshold is set through the FS_SPD register (see Section 9.1.9).
Figure 7.
Automatic full-step switching
6.5
Absolute position counter
An internal 22-bit register (ABS_POS) records the motor motion according to the selected
step mode; the stored value unit is equal to the selected step mode (full, half, quarter, etc.).
The position range is from -221to +221-1 (µ)steps (see Section 9.1.1).
6.6
Programmable speed profiles
The user can easily program a customized speed profile defining independently
acceleration, deceleration, maximum and minimum speed values by the ACC, DEC,
MAX_SPEED and MIN_SPEED registers respectively (see Section 9.1.5, 9.1.6, 9.1.7 and
9.1.8).
When a command is sent to the device, the integrated logic generates the microstep
frequency profile that performs a motor motion compliant to speed profile boundaries.
All acceleration parameters are expressed in step/tick2 and all speed parameters are
expressed in step/tick; the unit of measurement does not depend on the selected step
mode. Acceleration and deceleration parameters range from 2-40 to (212-2)2-40 step/tick2
(equivalent to 14.55 to 59590 step/s2).
The minimum speed parameter ranges from 0 to (212-1)2-24 step/tick (equivalent to 0 to
976.3 step/s).
The maximum speed parameter ranges from 2-18 to (210-1)2-18 step/tick (equivalent to
15.25 to 15610 step/s).
Phase A
Phase B
(2N+1) x
π/4
(2N+1) x
π/4
Full-Step
μStepping
μStepping
I
peak
sin(
π/4) x I
peak



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