5、第五部分

ifndef CONTIKI
$(error CONTIKI not defined! You must specify where CONTIKI resides!)
endif ifeq ($(HOST_OS),Darwin)
AROPTS = rc
endif ifeq ($(UIP_CONF_IPV6),1)
CFLAGS += -DWITH_UIP6=1
endif CONTIKI_TARGET_DIRS = . dev ctk
CONTIKI_TARGET_MAIN = ${addprefix $(OBJECTDIR)/,contiki-main.o} CONTIKI_TARGET_SOURCEFILES = contiki-main.c clock.c leds.c leds-arch.c \
button-sensor.c pir-sensor.c vib-sensor.c xmem.c \
sensors.c irq.c cfs-posix.c cfs-posix-dir.c ctk-curses.c ifeq ($(HOST_OS),Windows)
CONTIKI_TARGET_SOURCEFILES += wpcap-drv.c wpcap.c
TARGET_LIBFILES = /lib/w32api/libws2_32.a /lib/w32api/libiphlpapi.a
else
CONTIKI_TARGET_SOURCEFILES += tapdev-drv.c
#math
ifneq ($(UIP_CONF_IPV6),1)
CONTIKI_TARGET_SOURCEFILES += tapdev.c
else
CONTIKI_TARGET_SOURCEFILES += tapdev6.c
endif
endif CONTIKI_SOURCEFILES += $(CTK) ctk-conio.c $(CONTIKI_TARGET_SOURCEFILES) .SUFFIXES: ### Define the CPU directory
CONTIKI_CPU=$(CONTIKI)/cpu/native
include $(CONTIKI)/cpu/native/Makefile.native ifeq ($(HOST_OS),Windows)
CFLAGS += -I/usr/include/ncurses
endif CURSES_LIBS ?= -lncurses TARGET_LIBFILES += $(CURSES_LIBS)

(1)

ifndef CONTIKI
$(error CONTIKI not defined! You must specify where CONTIKI resides!)
endif

保证CONTIKI变量有定义

(2)

ifeq ($(HOST_OS),Darwin)
AROPTS = rc
endif

如果是在Darwin操作系统上,定义变量AROPTS。

没用这个操作系统,不理。

注:Darwin是由蘋果公司於2000年所釋出的一個開放原始碼作業系統。Darwin是Mac OS XiOS操作環境的作業系統部份。

(3)

ifeq ($(UIP_CONF_IPV6),1)
CFLAGS += -DWITH_UIP6=1
endif

如果变量UIP_CONF_IPV6为1

设置CFLAGS参数,追加,DWITH_UIP=1,这是编译参数,暂时不知有什么用。

(4)

CONTIKI_TARGET_DIRS = . dev ctk
CONTIKI_TARGET_MAIN = ${addprefix $(OBJECTDIR)/,contiki-main.o}

设置CONTIKI_TARGET_DIRS变量为. dev ctk,看/platform/native目录下的内容就理解了

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" alt="" />

设置CONTIKI_TARGET_MAIN为$(OBJECTDIR)/contiki-main.o

$(OBJECTDIR)之前设置为obj_native。

(5)

CONTIKI_TARGET_SOURCEFILES = contiki-main.c clock.c leds.c leds-arch.c \
button-sensor.c pir-sensor.c vib-sensor.c xmem.c \
sensors.c irq.c cfs-posix.c cfs-posix-dir.c ctk-curses.c

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" 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" 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" alt="" />

contiki-main.c clock.c leds-arch.c button-sensor.c pir-sensor.c vib-sensor.c xmem.c irq.c ctk-curse.c在platform/native目录下可以找到

leds.c在core/dev目录下

cfs-posix.c cfs-posix-dir.c在core/cfs目录下

sensors.c 找不到,先不理。

(6)

ifeq ($(HOST_OS),Windows)
CONTIKI_TARGET_SOURCEFILES += wpcap-drv.c wpcap.c
TARGET_LIBFILES = /lib/w32api/libws2_32.a /lib/w32api/libiphlpapi.a
else
CONTIKI_TARGET_SOURCEFILES += tapdev-drv.c
#math
ifneq ($(UIP_CONF_IPV6),1)
CONTIKI_TARGET_SOURCEFILES += tapdev.c
else
CONTIKI_TARGET_SOURCEFILES += tapdev6.c
endif
endif

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ntLlvIMWwz9O9eNcJQQNlCMAXKFoIpULYQTKF/5/Icu9LZQTkT3hQ7mlKVmeZndrr+dtNIBgCmpbtCkl+v+TJUWn32jtvDSsBtS75el/VO3ypLLkhfmp7f3Wn7ZWMJBQCUw7Cs7xfl93cioYpPBDv/sNMq+5UaE7jFzImTx6QEz3pcgq52tTb6ly1tbqCCE/Jz1wNJOABQcm56FQC9G8hxKFz/S67JMfep/wjJbvlrN6b+lCn86IRR3ds8yA1kEpa5gXhxqvDZs3oTOZ0byHMQu+LCvccsknMwyOtwPCHnq14y/gmj2hJfyA1kFla5gcCVT9oTTRBRYaeS5w2Qv7pyfTdQmmoZUSz1f7NKiIOgc8kIF+6DEIG0zurIDWQYFrmBcn7IbtdTcYJCkPWfnvnptmTp+55/papuETZ0A4EstVgf5LB179PbSwEAj93Tffktbp2b08gNZBrWuIEAUsGp/eq+1zFxfJszzyeNqTq6UyADjW4gjluXrNj6Uni2y9yLAnAvWPJd8v/Sey6/ppZ2kBvIPMzXDWwZ1W5gt2o3sD5VRrHZYOmkqP5qYGWZgsR4s8u7umx8JvlgtlgIlO2QnJE8q82/Wz9OFDy+4vTrNfCfXWyvnkdR/cE24L9kS5lWkrtFlN6IdKpyAPv4yHhNWw61bmD3Om5gfYxkXh2hJJOraPBIjRtoZEridRpek0rAjJVGqtercgMfIzeQUTiOjo7NfApmbWLuIC08mJl1tlSS37hep+RmUWUfLSiyyhFkllP23kUz3sQfP+EpaZbjLvmbDmQ63Oi04x7Hwk5uZye34HBKxZjV4MxvRss4HNK8o3jMFy8+7GG0/0eH6FKwH5nxzSgZj0eZWFf1n5K5eJTi0W6niykciVT27vSC17jGCS9x29fyv/msDK457bvLVwBm0+XN5S75G+4lZyM5kCneGTmAPW6gXAKdxmSOn6vEAEqTrHZ97nr0BQYAdG6gLLHjF98rVy5IOzSLBBk/5mLnL3eZVAFyA9sM5AYiGAG5gQgGaXfZQm5gm4E8CARToGwhmAJlC8EUKFsIptC/c/nWcwObAHIDGUT/stVabmBTtoXcQCYxXDdQ+MaLY79KDs/wOJqOAU86bc/TOZlu76+2KK65z4PcQGYxXDewLNL5f5fl89fkdeJTLpPSFjhard5UJ1jIDWQcw3UDgeIQOzpfPJr841cyxVjZtaXuEaV1B0duINMYrhsIAFSF2a7VNif35nHOdwuKrCudIjewDTBYN1AF1aFXpRWAZQ+xQ73q8sgNbAMM1w0EAKOuOWvnyc8s6nbMOGfdR5WCmpWQG9gWGK4bSBlXfrz9hXeY+7JjZg+fKgO/y7GMsH2YjwFyA9sCQ3YDyZ4fpc4xsf18l2kFBfCk46pTJXvXZd+e4RwrRW5g24DcQAQjIDcQwSDtLlvIDWwzkAeBYAqULQRToGwhmAJlC8EUengujym9Z6d/Prq8r5ucI3KeON0+QwEAtA4gnUtI6xg2BeQMtgL6mC1KYMx5eqljpG/WAoc6i2kcQDqXsJHexFpBzmBrwHi2lAO3PFlrIRT3LDeNcTiQXbJgnCxpX/f5u00qKRpnkORG7naNBNLL/uVndbJF5wDSuYR0ywXIGWwj2sQNNMEsVs53yvLJCaxwmbPCwmFivqcxNMkN1Eh9B7Aer7iEmpYjZ7CtaAM3ELAcwjzhGRmTz3G8b5KYLMsxLrQ1AiAbdQMboNEBrKW+S0i3HDmDbQTzbiAAyCUYRWFSGVYlxygFrgDKmAcYrt0N1ASNAwgAGlxC+uXIGWwT2s4NxCiqTqm1FkLnANK6hDTLkTPYBjDvBtKhxQ1sCnUdQDqXkG45cgbbhDboKUwHXa9hAKGDxNVK2cWawoxl7p6Vwgp+6guO1duaewfzaHoQc2iWk8aVs9flmJ/r9ttdU7LUbsju1I9v9/gtHqdQr+FWpi3cQDronEHSc8HzvaNVh468jX/lQZrT5GkOJTT1AU1pXEK+5uVCN+QMthHtzw2kAzmDrUp7dAPpQM5gq4OypQY5g60O8iAQTIGyhWAKlC0EU6BsIZiChdniu+UcehhF/JPnyAEAwG1LFu+OvxkRRRBR9y48XzamSlB9C4rvWLx0X2wkEfXgesK3o6T8hmPhFjMnf/RPX8uW3RtAaIV1fyfyq6Z+V4C9qP1O0NYN5FXN2CQKEDsumm6pHJDx69qUwuQef6TUu/WJHEAm0akbKPTM+27Vy5HdFZicK4qwX/mtQ6IUOE55R07nJgULPEeWOws5T451Wv6bRaH6Bh/pNi1tQrrTVmX6Jq/qDdA4g7hbweRuRv9MdwhPxCDV9WBA/OTxkr83C2tbvyIHkFl06AbyqgJ/yPRNdp4d0Hv8LLe/out4gVzZcHfzZWNfG/Kec8n41NUj5ard5LvlrZrM37nDvETjDb/6zqCZe4W9REBkYgAAcn50PMe2j8S8zutFDiDD6NANBIWrNbwkzBOyeSTws5LM6jyFE/KnjagKINvyryuZf04us7pmU8itmva/vJLdnmFFWK9XtqDBGaRM7JQgNpHYFm47kIlv9fi9gAO9ZKYcqK68gxxAptGdGwilgnMXjf5cFX/iXfOHMWZ3Ltncz8DVk5Ocl5ynOsJgBSk8fKjElkuZTU2bUdXxw+t8EhoctTQ4g9XnVQpOQQ4fyl49PiMHkHn+y/kWr5eNYy8ry9MvMpqicDVwAylOzNaeoy6XvTmobNCozO2zin6e0v1UFgYAgAG3Ogw4BzAMAEi3wWJrH/H5iPTq52ecv1e8epzHxXxQOYNlmZD4zBj6Pvl2tvjIcjNxPgdMZIISy7UzLAFIn+FKKOdVqL8HagdwNnIAGeS/ZEuZVlJw5r9ZXFhRosW5RItzx61WnUsc6ak8lcUFAODKvFyUWCqXAsrRS0blCgoVnIxVXoFqzZT0mJe4tpvdF0vs4opeHbHGGSxPMc0VlPg6UZFJGPBkfb2UBeHCMtUhT+UAPkAOIKPo0A00qpyxoLT4jmVsOsfUp9DPghf2smbmIgd/lf12rn1Kh4JFo8hHP5oXkUDmGIuqHzUtxSgpLz2NX6Gk7EdqdgZJkW1wUu6cJTnRGyyVAzM/dDE+dFYgBQDkALYROnQDKVxqXTp/40tHU4osEd7Y4ra35ocVcqPTN5Rz98W58XnRR9xWXeXRhwCj6ykMcuPD37jZrsvYdiwbKzYJXtX1oOriFuop3EbonxvIcco7crLgQmCPI5mtX/4ZkAPYRrRHNxA5gG1Gu8sWcgDbDP3LljKrw9SBHXS9F4j/Dgs9CARLQNlCMAXrssWrmhv86NAkGet2vP2hpx8R6bU0NnxPiamGRziJoTZ3XrTSfiM3kEH071y+EZS82zs63W6lwZAbyCTMH7fwDgWHwuO++/jF/svRBBF9ck2RoyrQPOm7S5NO3nhEEFGR15+tmyY2wwGAcvskjiCiDwbK+b4pYUQUQUQdDFD5W8ohv0cRRBRBRNWZE0nPr56E7y/oUP1v29HPw6+mexsDAPA7lgT9FneHiCIiYv9YXOz4itSsdgOjkRvIDC3JFo7jxnX+Z9R4iSS+dORrwvXv9R00xal0RPoXvkoAAJy0Upj8vcpjSkCv2T+bdfkyeVk/JQaY6I9efn6vzT7Bk0W5D/Pz9fPznX1edc+Hc/szX78BXrvT624PT71uWeJR6Get+pfcZ1xl+W3rpCrAhBVBe1KH5dsvCuw16VPH7KFpm2ZW1Z37kBvIMC2YEzETE8f1zmZG6n+SsVnJu8qUWm/7ktzQ/TbJlRi8sLyUkvlBbzkvkiOXCo5uri5PlO1wIC5/YX8pL1LY1FLK1UhF1mGlBeN85Fev8yjzinFenLt7hBIAi/4vA/jWX/5iFyMBAKNtuwrPzy12PtQxVT3/ITeQaVqQLapcnH9dZjZONcPIis+Vaw8WACg5WSUYAACFi+XAF5IYAODK3u+nL5lV0tNO/fSiNKolh9EqwdU7nJ3jKixuWCm9C72rzBcl4gCkvVeV0LZs352C2jWLjc05AHIA5Aa2BS06lydlYXllI53NjYCMzS/MavzTobB6Mg4GACD0ydiyqPL6Cs+g24ISmXLorpjvsJZ9znjSFQvJtkJvCzPF2ArZffeESvVWlImuE2bavdSQfOQGtgEtO5enysUF16QAsqImHLRohrD1Epsk2x0OFZTIAPiyHo5U3dMoSgkYTjWpbDOAJNHmnrQi4I3yMb5YxCVhJQAAnhtnrHAu7WGh6QmoPmBb0NK/E0lZWF7xrbziJhy0NIOVphnJHMt87CnASPeArPed6z1alMrH3YsHuCqN+CSv0Z2sFFy+jw1YmDkUzC/GqwNZ9qDjubLS79e9HOopdXav8J+e/lNQhQCgxg08gNxAZmnx9S2qoiLnH2j4s4gmU3rP9YfLom9PRy8u52VE2B2MKZ9e+yCWd9N5/4jU1cGP1wHE/+A95zyP65EZfCRX3cxgxZMHKwBqO7Jwnl0yl44pwm/axIurd1BsuvUT98rlWWsOZ5sCXpRidnUfTwHIDWwz9M8NZBrkBrYJyA1EMEi7yxZyA9sMPb1XjTAAULYQTIGyhWAKPc8WR/b+0UcnZknb3WmhIaDn2WotkAOoA9pHtlQO4EHkALYp+pgtynpA1u7Ljwgi+sTagk5GtQ9ocv20uYFqkAOoG9oiW81zCXG74tUbci1vuE2b5PFnafF7ndSBoHH9aN3AGpADqCPa4CS5mS6hVb/81xVWQXstk8SQ/LvzyLHJrgAAYE7n+tG4gdUgB1BXtEG2mucSkrZdZXiOVWYVAABVaRSXg7kCaHP9NLuBapADqDva5I/75rqEFFnjEmKKmhzSun40biAAcgB1StucyzfDJcQLkvlKG4mN6moBT+5uq0qZNtdPkxuoejpyAHVIW/2d2HSXsPihHSEonuUv42Gk6zsvR1SHid710+wGIgdQ17TZBe8mu4RkvtWa5ZL1K+PDluO5sVZh2ZiHagA61w9AoxuIHEBdY7huIHIAdYohu4HIAdQ5Bpst5ADqHH2854MwDFC2EEyBsoVgCpQtBFOgbCGYAmULwRQGkS1+R/+g387dIQgi4vIfi9+uqQ+ocTnHafqxiAtrl24+efPO/fAre4MG2tTcJTIZtP3ujR9GByzdfy2SIB7e2DXVlQeACT0C1x799yFBECHH1k/raYoDgMnALbf+3b/3fAQRsufzD/536j5x9+/PvITay9zh5n1mrP37WgRBELfP7/76LXuDvQQEYAjZwoR9g/b8OCz/70WB4yd9ujd76OpNM9149MsBALgdh7tHLhs7dMh720vG/7x6pF0dKcfK/4vRZfvmDh84ZPzSk0kSEjP1Xbxjqa9ox8eTJn249Xmfb7Yv6WeGAQBwTbBbK+fvyPKZE1ixac6KOw4Tp3gaa9xHFTzXqdt2f9nt6Y757wVMnLfxtszeoomFetgJ67OFmff/KIB/cc0vpwlRVnrs+W27nrmM8Xfm0S1XPasi5M8LoipSnh3y15UK38n9rGreBxzyg3/Zdy+jQlaZHR0ala8UeE0Zbha1ffP52PT0uAvbtj4QvjWltwkAgDyHeJjw7GFMvjjpfmzi4wc5xs62RvQHLqNuU2b2yt67fNPFx2nZGc9uH935T6KUdm0DgPUHZZ69V2eh7cB9dybVLitOM+fweJqXAwCAPD85T1X7Ul6QUoAP7WrLhULVAmVFQkxunbvbuIWrs3HRw7QKEgCAqnjxrIA/sLMFJwaAlEvkFAVSmbRKTlEKqQJ4xjysfnPbWjCTTl42ZTGPctrNrXPWZ0vlDG6YMPNEfWeQ313zcuAAAMbhVkv7OIeD1SsqJ5fI6ocD03IORQFAda9kSl0QEaGG9XOiPDcuTeE8oIcF3rTlAADAtfdyEWAAAMaOXvZUbkqhQsNaAABAlr3IlFr36GyKAwBgJp162Mqy00oblQ25Zh0cHTuY1X53KfGL+ELzPj4O7eY3kqzPFlX24MC5sje/X/fxUE8XZ/c+/tOX/RTkLaBdrsJo8Fefv+3h4v7mnEWjjB8FPyyi98oqn54KqYM/1AgAACAASURBVPANWjSut6uL19iFC1+vCjsdJ6ZdXQ3fddqe8+f//KBLbU17adLJw3GOn/709dg+nTo6dR84LWh6dyMtQ7Ae9s+JlDh66yeLK5d/uebwPFOQFaU8vLqvQEG/HABAnn76htncfWfc+EXRR5avupqnRVmkyolfF2787vuFB4LNoUJ0c0vQhogyCkyav6fy9GNfzceWLA7ac9qaK8t7fHZziEG71obrBtLBcZp+5OT4C4EzjmTSToSI/8yWjV+zfk5E6C0oWwimYP/5VnNRZh2dOvCorveiPYCOWwimQNlCMAXKVmuDd5h0KDx4bpd2c4mUFpStehh5Lb0avmdovV7GmKn3h2v3nLgeSRDEiQ9c2t8ZaktB2WoUjCswrnx66Y894RW63hV2wf5s1ZuDMMuR+8IvLvTgAwDP8d2lv528EU4QROT1w+umeZnVvFgNDqDQ7ZNggrh3MNCW77spjCAIgjgYYIsDAFkSufunbQfPR2ZWNfl3tLiF7yc7LkUQxL2Ta951bKeHOvZnixbc1EoR8/eqT6YETJj984MuX25f1s+0VlR41QGUiv6Y5Oc3aPaJAlnUN8P8/Pz8/GafL2hhkRK+c8Ak08vfzpi1/Bxn9NIvfE0bf4oBYsBfKWni0c2J6v/OPnggburC/k68yOfqnsXVDqAcoCI6NLuVt10ZsWPXlScV8PTwsaSJU3vb8SIr2o22VYMBZws37/3+4iWzRvS0U7sIRWlGtYfpVx3AVkVekJIrBQAgK0skFF/Ib5dil6HNiRherfIJfb7esqhX3KaZIwa+7ufn/80DGWh3AFsRCsgGPZTbH+zPFiUXy4Ar5Kl+HmHhqNaWubZeXibJxw+HikpkJPA79HBs0sGDUpIYzmvGTyQaOICIagwgW+LUmAL7IW91FWJc2/7TJ3ZWvSRlaVqGzHGgjz0PMIF7QFD9nsV0yItSC3D3twe4mhnx+dW9jHGhQ1fPHh5drPmYsb27Zw+PztY1OdXgACLUsD9bIEs+/MvxyvcPhoWd3zoq5/Jz1UkUVXpvww+XLRaevhV27dRq76iDMU2ZAsm8m1v3J/ReHRx6Lzz8z7G2OACAseeCPw4f2r96hDk4Tt3416EjG8d3RMepxml/biCiTUBuIIJBULYQTIGyhWAKlC0EU6BsIZgCZQvBFAaSLdJraWz4nhJa3wD1FNYBBpKtRkA9hXWB/l1fxjsUHDybk7DPzH1ykXcHSL3UaeFa62wFAAC/Y8n8lZlT+ksFCl70KZf/bbfKllFun8SfmKeqY5USRgAAxP/gPec8r1a9UvcUvoZ6Crct+tdTGACALx35mnD9e30HTXEqHZH+ha8SaHsKY6I/evn5vTb7BE8W5T7Mz9fPz3d23WChnsI6Q/96CgMAkNzQ/TbJlRi8sLyUkvlBbzkvkiOk6yncyDyHegrrCr3rKQwAAEpOVgkGAEDhYjnwhSSmpaew1myhnsK6Qy97CgNV01MYAKrdOtqewlpAPYV1iN71FKZDW09hAKCUgOHUq04f6imsS/SvpzAd2noKA1aUysfdiwe4Ko34ZLXTh3oK65Y2u75FVVTk/FOuaPmnrOopfFpZtOZw3NnjScvHy/ITanoKY3k3nfcniFcHP74XHv3nWDkONT2FY1FPYR1huG4g6imsU1BPYQSDGGy2UE9hndM+7icidAHKFoIpULYQTIGyhdACx/H9o+EnZrm26LSc9dnCO0z4m6gm4vo/v34ywJYDAIDbBhwk6vPXWJvq12vy+o9hBHFn42Az9QKuywcn1Kvdu3Jk44K3XIwwAOA6zzhOEMSZT1WtF3lun54hCOLkbFeu9vFfQei3Pixiz1vmdZeZD/3t/t1NA83qjvMg5OSWzwZ3qP4ocSufWesPXY8gCCL86qG1UzrX/Hq7wf7Xf72vjKMbDOLvREpy94d52+MVpq4DP/zuiy3rc8fPP58LAEBJI3/+YufTKtVqSnFWifraraDbSF88PVXpPcpTePdhjXxT/u/3n+/Ptu7p/8GXG/52++79pdeKAICSF1mNGOFyYK8IXEaMsCqqvRZLO/6ryPIS8iCgkxUXyqov93ItXGzx/H9z5GALVFX42k+3xslNXd/86PsFmzcUTpx7Iksh6DFv9+5Z5NlfF/4UL7H0GDyyizUX0mRa9l/zOK3yHrcAg8gWKMqy0kSiShCl7uwaMGS6n5PReVWNIkXpi+fPnjUQt4y6DH+D/3DHHtmSb97uavwwVh0OSl6aJXoe+/R57OMsy7O7Pn/PPXSvBECefSuEGjbc5UAGDB9GhdzKfrdvzYY1j99wB4tSsuVWnW14XGr60eAg2D5p+gnLTlbKnOQCGQCAsiJb9QJS1pkOvrp6lLf5yZfYkC8/6By3ccIvwS+VAPA8Nryx/dc4TlaRxit8JgO3XF5r8Vzc08c05sCBbP8F4xyS9s2bvzu+ksKtB3y2/vtZfh1koutHCC3dRhuB9XNiHTC+nfeIYY6y5KhsmdYV+a7D3jRPuPYw6vpT4YDhGsqEUBVPb8TJHAd6W+MAAPLM0BDwH+7mNtwfQkIzW3IPSZaXWCRwshMIXPraU6RdX1eBka2LSXFSziudXym5REYCl8fBBN1HePNTrobnNrzP3uj+1x2Hfp8090TG7Uat3jDL8sa30ybN/bN0xHudWvwbA4M4bmFmo/feHg0AABlXN8z79UKOUvWtwUxG7r49snq1vH9mTdz0VArcjoP97VKPxpSUkteTrT4a4vLbs5RXw6gofVkO7k4WqvdHnhkaCj/Ono1B6IpMuX/thjWOrwl5fmIuOaKTvTPumHv5Iunp7dKh0gbynufK61Tnwo0dB3z4qS+esf9pKZg42BvL8zPLGs6yje5/3XG03MBV9UTmxuSLHe/HJiY75BiPsTXiWPWb/LriRtDe0CQxJP++deTYra70Q2jFILJFScLXLdiZJOgx8dvlb/l24J6qeaDu+RApLUiTAQCnw4C3nTKvRBWSJBV9M91h4iCHfSnprw5Z/5+yjH/DOCc+hb2BGbI36qylaXwAsBix98bPPjgAkI9XvvPJ1SKKkrxMLjXv4tzVTJh8IkTqPb2bS75FRWpWJQkm9TJK5dzesuRgigzs6F6t5v1XAGgehx6NPZF5tl0d8Jx/M6sAAKjKjLgcRbvOFihKMlISn1Ympqzo1P/QVzM97m57pjp8aDgfwm1eH9Wd7949OGKheomyv92R9Pz6I/IsHMygLLu0+kRYln52w/oCuJsu49XJFt35Vnn4qsBAIQ4ApCS3hAIAkOclFBpNe20AP/9hYqIsz35wXzPjwgt5MgATAEp6f/1n2+PEsvL87NwyOQUAIM7Jq+I5OpvjIK537KHZ/5cUaB5HKxp7IlMUqah2M0kF2eIbsoZ0vgUgTTp5ML7DxA9fN6c9zcAtfd7tXnR5+czAwMDAwMCZyy8XuY/yta7/PmCmPUb05meHx9b2g1XkRQQHR+Q17Y8usjInTSQSiUSitJfqZJAVmakSJ/83uE+fF5ckx2P9h3dSZKRVS/yK8ozkpKSUFzm1gZAkhcTJ3d8Z0KG+8Kh9/zWMo6ap9Q0VBcm5Shs3G9VZFs/O3bbF51uGlS1Q5oYejuQO/XC4veqFcS06efSoxsPN1gg36zPaS/nkWkSC6rNPuH81VtHz3T4WGABgPAsnNw/vQROCNv4yjntr18lk7X8TaBif/tRZlvu8SGgnzIjKlMmyo9ON7YXFz7Wp1mRB2I4jGb2XbF484fUe3XsPGP3x8gV9hJi2/ddCk+sbksUPTxGCkbP8O/Iwvus7c0bQiL5NwDDmxFrIoojDIZW7Zk1wu3IKADPqv/yP/jUPvvx7+mzinb78lI1JNQ2nKxNDk7jfvutllggAZsPX/j0cZIWJ4aeXzfozJI9s5P1pOP7k7Yk0eVQWizKrgEOkVlIAaUQGvJGXXCjX9u2ujP993ufiJV99vnOKFS4reHbzj5sKEy+6/Q9NaPTNaRJk/vU1y7utX3kybLkkNzY0LFvh0cKRDNcNROgUVDcQwSAoWwimQNlCMAXKFoIpULYQTIGypZH/5MTpwfh6gYFkS1MvYISOMZBsIfQQ1meLR9sLmKanMMdp+rGIC2uXbj5588798Ct7gwbaqO/Y4dYDPt99OZIg7pxYG9Cpzu0bfkf/oN/O3SEIIuLyH4vfduQDAN/zq4vh+wM6VPeTsh29N/zqt97GWnaVdnxNPY5Nmj8+AG7eZ8bav69FEARx+/zur9+y1+mcy/psyWl7AWvpKcztONw9ctnYoUPe214y/ufVI+1woHXiMGHfoD0/Dsv/e1Hg+Emf7s0eunrTTDceyFKvh5Z4jPVT3SXGLX3G9Sy/fSWpimY36cevfviVHsdVzR0fgOc6ddvuL7s93TH/vYCJ8zbeltlbNKNZX+vD+mzRI008unnvhfvxqdmZCSEHD8QJ+vR3qv48K0L+vCCqIuXZIX9dqfCd3M8Kx1VO3Oa9oUnpz2/8vvW2RLUmZt7/owD+xTW/nCZEWemx57fteuYyxt+ZB1LRtbDSHuN8LHEAzLzvOK/Ku5cTJbR7Qzd+zePqHscVssrs6NCofGUzxwcw6jZlZq/svcs3XXyclp3x7PbRnf8kahYV2wgD/kOFpqewEgDk+cl5qlvK8oKUAnxoV1suFzQ7cTx7r85C24H77kyqHbk4zZwDUJV89Y5457jXLG6EKL3HeVfdW1Tz0Td0A4HbiHPXsMexlvE1gZl08rIpi3mUozdleww3W6qewtdXzAy6nVYiMxm669p3NWc4GIdbXdAX53CquxDTOHEYKBM3TJh5okG9wqqkK3cl28Z5WzxUjO0ru78kofb3Qg3dQPrx1Q827HFMPz47MJQ5sUEvYK09hbn2Xi4CDADA2NHLnspNKVTQOXHy3Lg0hfOAHhYa3ilJ4uV70j4Bb/Qf46uMuFRHP9XgBrbEuaMdHzS4fpT4RXyheR8fB73pz2Ag2WrYC1h7T2GjwV99/raHi/ubcxaNMn4U/LCIpHPiqLIHB86Vvfn9uo+Hero4u/fxn77spyBvdb3CyoTL9xUDFn41FB5cjBeDNlrk3NGPr8H1kyadPBzn+OlPX4/t06mjU/eB04KmdzdqMGQbYiDZatgLWGtPYXn66Rtmc/edOb5pfNXx5auu5pFqJ+6sRdDJsLBLW996GZat1pcpcfTWTxafVr6z5vCZs8d/Xz7eMT+hoFptrnx2KVJqZ694eKGRaNGPr5VmjA8gTz/21fwdyb2C9py+cO6vlcON80p1Wue1/bmBHKfpR06OvxA440imzn5x3A5AbiCCQVC2EExhuNcg6FBmHZ068Kiu96I9gI5bCKZA2UIwBcqWRljoBuIdJh0KD57bRW8unRpKtpAbqIcYSLYQegjrs4XcwHqbsPD9ZMelCIK4d3LNu446vgjA+mwhN7AOfOeASaaXv50xa/k5zuilX/jq9hyB9dmip725gQAAlRE7dl15kvI05PCxJGPP3nY6PbE34Gun7cwNVL8aVQ1hsrJEQvGF/BbXwW0NDDdb7dENpKDeqDpNluHMicgN1D8MJFvIDdRDDCRbyA3UQ5AbiGAE5AYiGARlC8EU+vx3BjMgN7CtQMctBFOgbCGYAmVLI+2irh/TGEi2kBuohxhIthB6COuzxSI3UN/q+jEN67PFGjdQ/+r6MQ3rs0WPfrmBeljXj2kM+KCsQzdQE/pX149pDDdbunQDEQCGMyfqlxsIrKjrxzQGki29cwPZUNePaQwkWyxwA/Wvrh/TIDcQwQjIDUQwCMoWgikM9xoEHcgNbCvQcQvBFChbCKZA2dJIu6jrxzQGki3kBuohBpIthB7C+myxyg3Ur7p+TMP6bLHIDdS3un5Mw/ps0aNvbiCAntX1YxoDPizrmRuo3poe1fVjGsPNlj66gfpV149pDGVO1H83sP1hINligxvY7jCQbLHCDWxvIDcQwQjIDUQwCMoWgina398xyA1sK9BxC8EUKFsIpkDZ0giqG9gKGEi29MsNxITuASv+vHiPIIiIG4dXDLUxkHe5maAvZquDW/v/74+VvYjdaxZE5YKVq12xQf96mh7Wf6P0zg3kOo+d92bhni9X7r/+ICbmQdiFS7Elr97lfhXDrCfI+mzpmxuImXkOdiqMrhj1S3DY/fB/T26ZN8CmkeqAhlpPkPXZokc3biDHzMHSuOOYj/skbP989mcbHzp9vOmngI7asmKw9QQN4uCrGd24gVwMxwCyDq/fF5augPjfNr45Zuf4ftbnzufTTIyGW0/QcLOlIzeQFBeKQVEmKlTdCJcXpReDp70ZB+iyZbgYypyoN24gWS56mo/bd7JSfWu5Vs4WUJ5XUfOnYjuqJ2gg2dIjN1CafO5ilvsny6b3d3f18J+7cLjxkwsPC6sPWu2pnqCBZEuf3EDp8z8X/u+66Yztx4OP/Ph22T/Llp/N1nqFy1DrCSI3EMEIyA1EMAjKFoIpDPcaBB3IDWwr0HELwRQoWwimQNnSSBu6gYZbT9BAsoXcQD2k/Z3LMw5yA9Ww/htlEG6gYdYTZH22DMANNNR6gqzPFj1scQMBDLSeoIEcfjXBEjdQvRcGWE/QcLPFJjfQMOsJGsqcyF430HAxkGyx2Q00WAwkW6x2Aw0V5AYiGAG5gQgGQdlCMEV7+HulPsgNbCvQcQvBFChbCKZA2WKUdl1/EGULwRQoWwimYHm2jPusvB766wCTusuEvmv//XednxmtA0hTp6/ZLiEdtI4hmAzafvfGD6MDlu6/FkkQD2/smupq0pLexOyoM8jybEnTH6Ry3b0d6tyd49r28jB6EZFWBZodQNo6fc10CemgcwyrH7by/2J02b65wwcOGb/0ZJKkqvm9idlSZ5Dl2aIqkh7k2b7WRYjx3QJXfj/VjQ/Czr4dCojnZSSAJgeQvk5f81xCuj2icwxrHof84F/23cuokFVmR4dG5Sub3ZuYNXUGWZ4tkOc+flrl4uNs4jh0csDYySOcTTv27aRMfJQtA2jgANp3teXS1+nDzXtP++HvK+EEQRDEvz/78I1MjdRvj6ZxAAAsRux9QBAEQRAP/nzHGgMA4Np2dcBz4us6hvW2oqxIiMmtt+mq5Kt3xF7jXrPAMDPvcd5V9y5pjRZ76gzq5UTdHKpeRGaaBXp2TuwnDT6l9PXp9LKPVdZFkQTAks4B1EzzXUKA8vBVgYFCHABISW5JtWdB4xiqH5RLZPWXtKA3MTtg+3ELyLLEqMKOQ0e+ZUJcvhzJf2uUv1Pxo2fqX9ZocADp6vQ11yVUbbwyJ00kEolEorSXYtUm6RxDbTSrNzF76gyyPlsgy4pKMhoQ2FV0NzklPMllyhCTFCJLpn6woQNIV6evuS4h3e7QOYZaaVZvYtbUGWT9nAggSY14AYMLQ5MlVdSt58pJjpGi6m9+tQPoxi+KPqJ2ANV1+rAli4P2nLbmyvIen90colS7hD9/e/rW4vLijIjjB2P6Ta/ZhOZxNEPmX1+zvNv6lSfDlktyY0PDshUejb+GymeXIqVj3sFvNqU3scb910MM1w1sLQcQuYQtArmBCAZB2UIwheHOiQidguZEBIOgbCGYAmWLURhwA9lTZxBlC8EUKFsIpmB5ttqpG8iOOoMsz1a7dAPZUmeQ5dlqj24gAEvqDLI8W+3QDVTvBQvqDOrpVN102qUbyI46g2w/brU/N5A9sD5b7c8NZA1s/D68QrtzA9mC4XoQyA3UKciDQDAIyhaCKQx3TkToFDQnIhgEZQvBFChbCKZA2UIwBcoWgilYni29dAPZUtePaVieLT10A9lT149pWP6FUrmB/boIsQznKUtn4Ed/OVagwQ2E7JC/rnz55+R+VtcuF/JUbmDgpoupcgDIPvpMNZY08ejmRPW42QcPxE1d2N+JF/lcSTcO3T1FI5rx2x0sz5bKDZzk42yS3G9ywFg878jFW307KROPZsvAUmPvYCjS4gY2owcxFMpAI+yp68c0LJ8T1W5gL8/OfftJg09V+Pp06t7HKuu+SGVuNt8NjNs0c8TA1/38/L95IING3UCENlifLZ26gcDqun5Mw/ps6dgNZHNdP6Zh+/kW6J0byJ66fkxjuB4EcgN1CvIgEAyCsoVgCsOdExE6Bc2JCAZB2UIwBcpWa8Oeun5Mg7KFYAqULQRTsDxbeuoGsqOuH9OwPFt66Qaypa4f07A8W/pXN1AFK+r6MQ3bD9f65waq12JBXT+mYflxS0/dQHbU9WMa1mdL79xARDWsz5b+uYEINQbwfdM7NxChwnA9COQG6hTkQSAYBGULwRSGOycidAqaExEMgrKFYAoDyBavy9zgiGPTnZpXKwYTdJ+++Xw4QRBE2DpfYb3Rwg9N6lDzxgjf2HhP1Q/q3IKu+nMVq8F+6h/6tmtc5xnHCYI486kbDwCA5/bpGYIgTs5uzY7PAACY+RtfLuj7fN2UkW/5j133uLaFDlmRGHrlzova/oWVEYsH+fV7e2WslvuHjGHktfRq+J6hGjyKBvupf+hbtgAAKHmR1YgRLjwAnsuIEVZFTBSE4Zg72+MvIx+9KCorr6iq87NnZf7tHWv3RpXp+9VRFuynPmZLnn0rhBo23IXHcxk+jAq5la0KF427VxfcauDS4DvByweruqjyO/oH/XbuDkEQEZf/WPy2Ix9A5bMTRMSZhW58j28vPqgzJ5oO+f2havZr4lyjcXw68A6TDoWf/+7jFfsv3yWIu7XOoObXxXP7JJgg7h0MtOX7bgojCIIgDgbY4rT7ydfSm7hZ+9l66GO2QJ4ZGgL+w93chvtDSGim+rilxd0DAACOuc+C334eGrdm/q93i0jAhH2D9vw4LP/vRYHjJ326N3vo6k0z3XgAZF7wB35+b0zaLpIl/DTmdT8/v2EroyoBACpuf9bPb8CU3elNmv3oxtcG33Hka8nr3xsyaMqO0hFL1M6g5tclF/0xyc9v0OwTBbKob4b5+fn5+c0+X0DS7qeMrjdxS/azddDLbIE8MzQURs6ePQpCa6Kl1d0DzMTrw61bxmVu+HTtzTwFAGDm/T8K4F9c88tpQpSVHnt+265nLmP8nVvtTW3R+GRZ6P4LyZWk9EXopZRqZ1Dr62o6NL2JmX4ftKCn96plGf+GcU58CnsDM2RvqJfRuHsAAMB1/3S9OwZp+0XVZ2c8e6/OQtuB++5Mqh21OM2cA9A6p28tGl9ZklWiAACgZGI5qJ1Bba+rOVQlX70j3jnuNYsbIUrvcd5V9xYlSgD4DL8PWtDTbIEs/eyG9QVwN13GU2dLW89fAOmjLUEnPX5a/8Oc0A92PZMAAGCgTNwwYeaJlwyd7rZgfAqoBs6g9tfVHGh6EzP9PtCin3MiACjyIoKDI/JqHTxt7h4oMm6FPQ7Zsu665Ydr5/QUAIA8Ny5N4Tygh0WrvEJKKVMAT1Bnk42N31RnUPvrAkpJYjiviZfuNPUmbt33oVnobbZeRbu7BwAAZPHdzetuWn/4w5yeAqDKHhw4V/bm9+s+Hurp4uzex3/6sp+CvAUt3XxV+qNc27cmDHK3t7OxMMKhsfGb7Axqf13yotQC3P3tAa5mRnw+r9EPS0Nv4lZ+H5oDa7KlcvcsFp6+FXbt1GrvqIMxr7arBwCy6PamdaGqdFHi6K2fLD6tfGfN4TNnj/++fLxjfkKBFgOL77HwIkEQ90/Od+X3WHH5AUEQJz5wqT7uyERH1x7IGrbh+KUr13aOscUBmjt+i14XmXdz6/6E3quDQ++Fh/851hZvZD8rn12KlNrZKx7W9iZupf1sAciDQDAC8iAQDIKyhWAKlC0EU6BsIZgCZQvBFChb1aB6f60Ny7JF78oh9A6WZQvBIvQuWyYDt9z6d//e8xFEyJ7PP/jfqfvE3b8/8xJi9K6cFmfQZND2uzd+GB2wdP+1SIJ4eGPXVFcegJaev82s94d6B2tD77IFAFwT7NbK+TuyfOYEVmyas+KOw8Qpnsb0rpx2ZxC38v9idNm+ucMHDhm/9GSShNTW87d59f5Q72Dt6OMXTZ5DPEx4xo3JFzvej01MdsgxHmNrhIGk4f1DAKDtBayWMnHID/5l370MOUBFdGg2ABh5aOz5iwNU1/urgKeHjyVNnNrbjhdZQas5od7BjaCP2SLlEjlFgVQmrZJTlEKqAJ4xDwOgyZZ2t05ZkRCTWzcf2nr+NqfeH+od3Bj6OCeCKkYUpf5/7YX3tNX7AwBKLtEgTNBuFtX7az30NFu0NHDlGnHrNIzQsp6/qHdws2FZthq6ck1wBl+hRT1/Ue/g5sOybDV05ZrkDNZHnn7sq/k7knsF7Tl94dxfK4cb55W2qOdva41jqCA3EMEIyA1EMAjKFoIpULYQTIGyhWAKlC0EU6BsVdNcNxC5hI3BsmwhN5BFsCxbCBahd9lilRuIegdrQ++yBexxA1HvYO3o41eNJW5gS9ZvV+hjttjhBrZk/faFPs6JwBo3ELmE2tDTbNGiP24gojFYli19cgMRjcCybOmVG4jQDnIDEYyA3EAEg6BsIZgCZQvBFChbCKZA2UIwhcFkiwU9djVjuI4hyz4KVvfYbW8YzD0MZf7tHWtv63ovEHXQz+OWBqdP2Mweu3SOIYCWHrt0LqFGUL3CRtDPbEFDp0/azB67QOMYNtZjV4NLSLeHqF6hdvQy8ACanL5mo9ExxM1f+yiAf/HLX07HSADg5bZdY8/P9Xc+JEqVN3O7qF5hI+httho4fc1Ho2PYWI9djdu1GLH3xs8+OACQj1e+88nVIgpQvcJG0dtsNcvpox8FGjqG2nvsatxuefiqwEAhDgCkJLdE9XAjvYBRvUL9Pd+ioVk9djXRoh67ZGVOmkgkEolEaS/FqkiieoWNwrJsNbPHrgZaq8cuqlfYKHo7J2qGzLu5df+IdauDQ9cBxP/wzpzzBVyPhcFHPnBQPb7i8oMVAKJtE6cH0w2h6rFbufzL8VIvDQAAAQJJREFUNYfnmYKsKOXh1X0t7gX887enby0uL86IOH4wpt/0Rp4iTz/21XxsyeKgPaetubK8x2c3h7S8XmErjMM0yA1EMAJyAxEMgrKFYAqULQRToGwhmAJlC8EUBpOtduMGssclZNlHgdxAFsGya6f0IDdQ79DP4xZyAxuBFfUK9TNbgNxArbCjXqGeRh65gQZQr1Bvs4XcQC2wo16h3mYLuYGtuL5u0NvzLRqQG8geWJYt5AayCJZlq2HdQOB7LLxIEMT9k/Nd+T1WXH5AEMSJD1zov+cqN/C08p01h8+cPf778vGO+QktdgNRvUItIDcQwQjIDUQwCMoWgilQthBM8X+lfg7Iolj+WwAAAABJRU5ErkJggg==" alt="" />

这段是包含跟网络相关的源文件。

如果实在windows系统下的话,包含wpcap-drv.c wpcap.c文件到CONTIKI_TARGET_SOURCEFILES

包含/lib/w32api/libws2_32.a /lib/w32api/libiphlpapi.a库到TARGET_LIBFILES,在cygwin环境下是有这两个库文件的。

如果不是windows系统,包含tapdev-drv.c文件,至于包含tapdev.c还是tapdev6.c文件,看UIP_CONF_IPV6的值。

(7)

CONTIKI_SOURCEFILES += $(CTK) ctk-conio.c $(CONTIKI_TARGET_SOURCEFILES)

CTK在前边定义为ctk.c

这里把ctk.c ctk-conio.c 和TARGET_SOURCEFILES加入到CONTIKI_SOURCEFILES中。

(8)

.SUFFIXES:

SUFFIXE被用来定义默认的后缀列表

可以用.SUFFIXES来改变后缀列表,如删除后缀列表,加入后缀列表

.SUFFIXES: .hack .win  把后缀.hack和.win加入后缀列表中的末尾

.SUFFIXES:       删除默认的后缀(make的参数-r或-no-builtin-rules也会使默认的后缀列表为空)

所以这句话就是把默认的后缀列表删除。

隐含规则:

许多的隐含规则都是使用了“后缀规则”来定义的,只要隐含规则中有“后缀列表”(.SUFFIXES的依赖目标不为空),那么后缀隐含规则就会生效。

后缀规则有双后缀单后缀

双后缀: .c.o 相当于  %o : %c 。

单后缀: .c 相当于 % : %.c 。

后缀规则必须有命令,否则没有意义。

举例如下:

.c.o:
$(CC) -c $(CFLAGS) $(CPPFLAGS) -o $@ $<

模式规则:

也可以用模式规则来定义一个隐含规则。

模式规则中,至少在规则的目标定义中要包含%,否则就是一般的规则。

目标中的%定义表示对文件名的匹配,%表示长度任意的非空字符串。

%.o : %.c ; <command ......>;

上述语句中,目标中的%决定了依赖目标中的%

可以重新构造和内建隐含规则不同的命令

%.o : %.c
$(CC) -c $(CPPFLAGS) $(CFLAGS) -D$(date)

可以取消内建的隐含规则

%.o : %.s

(9)

### Define the CPU directory
CONTIKI_CPU=$(CONTIKI)/cpu/native
include $(CONTIKI)/cpu/native/Makefile.native

导入cpu的makefile文件

(10)

ifeq ($(HOST_OS),Windows)
CFLAGS += -I/usr/include/ncurses
endif

如果在Windows系统下,CFLAGS追加-I/usr/include/ncurses

-I参数指定头文件目录

至于ncurses目录下有什么?先不理

(11)

CURSES_LIBS ?= -lncurses

如果CURSES_LIBS变量没有被定义过,那么定义CURSES_LIBS为-Incurses

-l参数就是用来指定程序要链接的库,-l参数紧接着就是库名。

这个库用来干嘛?先不理

(12)

TARGET_LIBFILES += $(CURSES_LIBS)

TARGET_LIBFILES追加$(CURSES_LIBS)

即加上CURSES_LIBS库到库文件

注:

curses 的命名是来自一个叫做 “cursor optimization”(光标最优化)的双关语(译者注:curses本身有诅咒的意思)。curses构成了一个工作在底层终端代码之上的封装,并 向用户提供了一个灵活高效的API(Application Programming Interface 应用程序接口)。它提供了移动光标,建立窗口,产生颜色,处理鼠标操作等功能。使程序员编写应用程序不需要关心那些底层的终端操作。

ncurses是最早的System V Release 4.0 (SVr4)中 CURSES的一个克隆。这是一个可自由配置的库,完全兼容旧版本的curses。简而言之,它是一个管理应用程序在字符终端显示的函数库。当后面提到 curses的时候,同时也可以和NCURSES互换。

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