# SPDX-License-Identifier: GPL-2.0
obj-$(CONFIG_PWM)		+= core.o
obj-$(CONFIG_PWM_AB8500)	+= pwm-ab8500.o
obj-$(CONFIG_PWM_ADP5585)	+= pwm-adp5585.o
obj-$(CONFIG_PWM_APPLE)		+= pwm-apple.o
obj-$(CONFIG_PWM_ATMEL)		+= pwm-atmel.o
obj-$(CONFIG_PWM_ATMEL_HLCDC_PWM)	+= pwm-atmel-hlcdc.o
obj-$(CONFIG_PWM_ATMEL_TCB)	+= pwm-atmel-tcb.o
obj-$(CONFIG_PWM_AXI_PWMGEN)	+= pwm-axi-pwmgen.o
obj-$(CONFIG_PWM_BCM_IPROC)	+= pwm-bcm-iproc.o
obj-$(CONFIG_PWM_BCM_KONA)	+= pwm-bcm-kona.o
obj-$(CONFIG_PWM_BCM2835)	+= pwm-bcm2835.o
obj-$(CONFIG_PWM_BERLIN)	+= pwm-berlin.o
obj-$(CONFIG_PWM_BRCMSTB)	+= pwm-brcmstb.o
obj-$(CONFIG_PWM_CLK)		+= pwm-clk.o
obj-$(CONFIG_PWM_CLPS711X)	+= pwm-clps711x.o
obj-$(CONFIG_PWM_CRC)		+= pwm-crc.o
obj-$(CONFIG_PWM_CROS_EC)	+= pwm-cros-ec.o
obj-$(CONFIG_PWM_DWC_CORE)	+= pwm-dwc-core.o
obj-$(CONFIG_PWM_DWC)		+= pwm-dwc.o
obj-$(CONFIG_PWM_EP93XX)	+= pwm-ep93xx.o
obj-$(CONFIG_PWM_FSL_FTM)	+= pwm-fsl-ftm.o
obj-$(CONFIG_PWM_GPIO)		+= pwm-gpio.o
obj-$(CONFIG_PWM_HIBVT)		+= pwm-hibvt.o
obj-$(CONFIG_PWM_IMG)		+= pwm-img.o
obj-$(CONFIG_PWM_IMX1)		+= pwm-imx1.o
obj-$(CONFIG_PWM_IMX27)		+= pwm-imx27.o
obj-$(CONFIG_PWM_IMX_TPM)	+= pwm-imx-tpm.o
obj-$(CONFIG_PWM_INTEL_LGM)	+= pwm-intel-lgm.o
obj-$(CONFIG_PWM_IQS620A)	+= pwm-iqs620a.o
obj-$(CONFIG_PWM_JZ4740)	+= pwm-jz4740.o
obj-$(CONFIG_PWM_KEEMBAY)	+= pwm-keembay.o
obj-$(CONFIG_PWM_LP3943)	+= pwm-lp3943.o
obj-$(CONFIG_PWM_LPC18XX_SCT)	+= pwm-lpc18xx-sct.o
obj-$(CONFIG_PWM_LPC32XX)	+= pwm-lpc32xx.o
obj-$(CONFIG_PWM_LPSS)		+= pwm-lpss.o
obj-$(CONFIG_PWM_LPSS_PCI)	+= pwm-lpss-pci.o
obj-$(CONFIG_PWM_LPSS_PLATFORM)	+= pwm-lpss-platform.o
obj-$(CONFIG_PWM_MESON)		+= pwm-meson.o
obj-$(CONFIG_PWM_MEDIATEK)	+= pwm-mediatek.o
obj-$(CONFIG_PWM_MICROCHIP_CORE)	+= pwm-microchip-core.o
obj-$(CONFIG_PWM_MTK_DISP)	+= pwm-mtk-disp.o
obj-$(CONFIG_PWM_MXS)		+= pwm-mxs.o
obj-$(CONFIG_PWM_NTXEC)		+= pwm-ntxec.o
obj-$(CONFIG_PWM_OMAP_DMTIMER)	+= pwm-omap-dmtimer.o
obj-$(CONFIG_PWM_PCA9685)	+= pwm-pca9685.o
obj-$(CONFIG_PWM_PXA)		+= pwm-pxa.o
obj-$(CONFIG_PWM_RASPBERRYPI_POE)	+= pwm-raspberrypi-poe.o
obj-$(CONFIG_PWM_RCAR)		+= pwm-rcar.o
obj-$(CONFIG_PWM_RENESAS_TPU)	+= pwm-renesas-tpu.o
obj-$(CONFIG_PWM_ROCKCHIP)	+= pwm-rockchip.o
obj-$(CONFIG_PWM_RZ_MTU3)	+= pwm-rz-mtu3.o
obj-$(CONFIG_PWM_SAMSUNG)	+= pwm-samsung.o
obj-$(CONFIG_PWM_SIFIVE)	+= pwm-sifive.o
obj-$(CONFIG_PWM_SL28CPLD)	+= pwm-sl28cpld.o
obj-$(CONFIG_PWM_SOPHGO_SG2042)	+= pwm-sophgo-sg2042.o
obj-$(CONFIG_PWM_SPEAR)		+= pwm-spear.o
obj-$(CONFIG_PWM_SPRD)		+= pwm-sprd.o
obj-$(CONFIG_PWM_STI)		+= pwm-sti.o
obj-$(CONFIG_PWM_STM32)		+= pwm-stm32.o
obj-$(CONFIG_PWM_STM32_LP)	+= pwm-stm32-lp.o
obj-$(CONFIG_PWM_STMPE)		+= pwm-stmpe.o
obj-$(CONFIG_PWM_SUN4I)		+= pwm-sun4i.o
obj-$(CONFIG_PWM_SUNPLUS)	+= pwm-sunplus.o
obj-$(CONFIG_PWM_TEGRA)		+= pwm-tegra.o
obj-$(CONFIG_PWM_TIECAP)	+= pwm-tiecap.o
obj-$(CONFIG_PWM_TIEHRPWM)	+= pwm-tiehrpwm.o
obj-$(CONFIG_PWM_TWL)		+= pwm-twl.o
obj-$(CONFIG_PWM_TWL_LED)	+= pwm-twl-led.o
obj-$(CONFIG_PWM_VISCONTI)	+= pwm-visconti.o
obj-$(CONFIG_PWM_VT8500)	+= pwm-vt8500.o
obj-$(CONFIG_PWM_XILINX)	+= pwm-xilinx.o
