# 功耗优化工作流入门

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> 要使用 Qualcomm Linux 开发软件，请搭建评估功耗测量的编译环境。

要进行开发，请按照 [Qualcomm Linux 编译指南](https://docs.qualcomm.com/bundle/publicresource/topics/80-70022-254/introduction.html)中的说明搭建编译环境。

该编译指南还介绍了常见的编译工作流。

您可以使用性能编译来评估所有功耗测量。下图展示了旨在实现最佳功耗效率的工作流：

![../../_images/powerworkflow.png](data:image/png;base64,UklGRpYeAABXRUJQVlA4TIkeAAAv/wNmEKfjOpJsVdmrOGRB/lH5l3Nl71ksCMeNJClSdc8cM77Of5vOCeZmt5Eku8qeQIPH98mEyLFJ52t5d8sqkqw4zfmNQywiITruxEEUQAIAYKnoz6IoHWNjSQ6GKkQbz4KqqEIAFAiEIhWpyPWNZ+WbcC04EpfLPlE4AOwAboH78KoAGoAB4AfweJYJYNGQZHeOVJ6AJ6M2fp5lGzR1y3K/nknvUKp8A4jqL1mIJsECmqZhQEs0oKcuNKJ0IQuq/6SC+ktFB9Ntaz552RzDYrsL40kanGQ00mwWu1stXkIzu/PdWf66FiGUNxjPqmzKf0UrNAIfykehzV6/RdOdipy+pWwk+zj5jxu1mu5enyTadDuUb2Iu6OH2GlgWFd1eA8uyPX1RFEeSAZn843Yu3hGhwG0b5Zih7fYIeyVC/2G1OPSjkRUQv49JsGJEBIkBNLZRezPGyrrZ2fBbORBPHLQgqLWnV4uf0nq0pKXTCyqtBG6EZOlcXceC89HU0TRu/ydJbttwvjrGZaNs2GUbsqj7lhrlAGEVWSw2C6Vi4ZdLx4rRCV+6DzAkQyL///Nk6ver7umd6d2dToSI/sOCbatqsy8yhQZ7uKKx4WH7C8e23bhNOarXYlJN4v73ZIsmAVD5eTgJIvoPiY0kRZIn45iZ4fvK5m8vD+BrX93a7Stfn+CL3/ynz27s9plvfLnLlz//F/vN3f7yG90vv/DX+w3ePvOlHv/8V1s8n/1PL/3nzxbw+pN1sLcfXgOvP1kpe+0a+M7bK+XAN+8tz/23VsqBbz281fAWrYZ9Z3Ge0GrZW4vzGq2WvbN4ePCUVsu+c4vhwZq08sXfrGnF7MHSrNjZSm8uzVu0YlfQWwxv0IrY0ryxZry+MA9pxXhyY9wJEl3YeOOl/7yMnHpXotYj2kmtFxuKHcljZHiEa2W05YxIY201HXtnWx3TTUAdhc1VBVSGQZ0l6UKCAQCbewTYk2FAOCNM85SD5X40kWiEuQkYIaxesnB+gO639TqPmXe4M1p7r9kbojpOijl5AkxlfvQK4wT1mFrX43TU+cpG+DOKgEPU8V6dpM6hSuqsJlNhLg5kIovEBIzwlExgFAttOcl4Cx0pGWdRyQO2dMTQaABHQlRQUIEyAORgEpFX7C7Amahh62mToLLwY4Tt4EzQsNk2f1C1wHAgKC7DMa+MGPi5a6zD2PPrABUCd1dU0GPHfQGAOpvsClR5VOsA2Nzx0wEH5Rkdl44GaqgHvII7EDW0P5Bt08NbxEWDls8wGDw4IzA4hTwC2pBrgkxHTIbxlumFNgHWG4zVQ/va1DtYr1kttLcYTpqoMNIcWI0N91EhAz/Ak3APObigkLvnsTKp71cwdzmKzX2qSvflATacGfyQm+Y+VXuwoxrIoEqXFqXjgEFIihSbp5ge5QZY3iJg4LyDpWkK9CEhMUwD+wFMkEOSYoofKcvzfPSFAgK/uz1Qm8iRfRzQ1JmTRrFa8YRG7DJyDRZjhCPSquMeg9I0dClTfjWIlGBIo1BEkO5jibPDEDH/eIQJP42wjY5L4Yh8YGoDPGtOVSnehCwSEecAUGEGI4YpRrhe4w8IUgwFDcCI89wDgO/AxFQoRj1xDiFIP+pAc/AYmR8HZOkeDzUEoi51wq/SXc1zlDFw950xHr4psBN+qtAN6dKqYHwm4ULPVRskg5G1IywuPC7CIGAWemIsZYmHpzAH1HPAJSAJPxLNh1mW7qFoFUydBACmabYemElUQ7qUqjNAmGYUeCgEhDkJQ+S6BHhGYZ0UpSPGI3Ro4icoB5iqc2AkD3M0kX3yUTvuGRPRgNin49ceLJGblrMnwrHj30cc1SpdWsZKCYbDEoVIozrE5uMRB73P03lYr+e/RIWoxa/i7KPEQVUpJsJ4w+GaFEPxl1j40SKcCWTgj4V52ZqOe7QaSzsXlfIDOB2/TtCc6zF2MeEcqYod6tz1kxsHhIZ0aYArYxePYXQYmvAYoHmLgAHAug+rBVyXaqE7kVaAl6dyaEI7YsgDXmlxZlgoj4Fpy0I94OhcaFnHwjvuOu7JmnslAtZwOn6dgKIGQleHhTpHmJ9U6PrJGMDWhnQpOQA6dyAHJo2Canp4i/jFM3pCZ/l9G2HqmJucGWL6emfWgNKYO7U56XkHlWaMypnw4+xqj2MRUufonnZXx33nNu+g9p02jpNeGNO0S/OYpNoqdMgxTLf6cYcRi1KQThLbY5qZYraLeYfWHkhISxBR/p8oqM4Vs4EAC5hC1QDmQDJAJIKBo6EpcmhCogICSZHkAHOixDs2EUwpypNThSyoKkcBhWCJgirVWBYVBPIoUmTESGE7JhBZR8qzREAlUoGpCQidxJTIwRwSWzOIAgBgHIKGyQymp4d1GzCDYZ/L5+lIMVkcIrKGMSJtzlFEpGIMCVp2NaACR8UkhtOFBk2JDYDP5DqwbHfrpCDd2OhwK4eCAmzpUK0opoGBGlxKpmoQyQIWUUJ+ZYol/svSapMMYPINQVDAUKevp/EWzjJvG64Jhd1IrTQFjsiqun4Yvi1rL3WQdny0RFDQmYIy7FYkG3YfZY3SfEzF+jAiE2WMjWIBR3JPMIApB3oSAqAi+3DIaaLB8hEglbl1DfCqvQABmSoCc1KKAFzHkxYwQUFl3l40EBrCfV0vQqeLTATbREQaNAVENoBCDzQiktVFjqk4c6rGOK3EsFOsYU3NiGJPB2rRriEljMyZKSOTavmBgspVO+bW8yNDlWklA1OiPI0oGSM5VVvU8aSlolQmYxhsBEsiLd3X82Imq+9CrFB2yx8MUUYOICIViIjJsZbkmIozJwGOJoMDXGlkjETDIPZECCT6gYQE3llkPKmQlAkZhZRngqylMyTMuYnLA5ojnGmpjEEm+p60jihoDrurOiDc1/diRr64JIhj0SwxdGCT8TsAQFiHaPp8Nboe4NdPK/bEiOgQwc7Z5kI/+CGYYIjArHGu0QyLeqCErJqjDFRkCE9OkwfAN4T7+l4sSJcaBvZuRwwVKkIvUuv0Et+8UVg2e6/tvOUeFY3KjBnWy9soxhpkm6EFVFIDijj6LSE92aXXZMZDxN0nvXiXiBLS6sJ/XDJFZOcDkSPHVKwOCY7IoRQk0qaSDWJPx2RTBSoZjO2HZQp2NWjHuhpNfHXFiMQ+5kEg4clJCgJlxAPCfcKLMvsuwWDmdR85fUJcfe6EoAAg8GKRqTDKkbUkx1ScOlfXNO5AR2LFWPeC3BMMYGpDSJDFiLnRK9YkAJ1Ok6trG3dgMlFmDcBzJzk44cnpKCqREO4TXuTFMt0topPn2Yufn9wvTEGf67iD3a8/dzrjjhG7Es5w3MF7H1xd27jDRqVrNcs+mr0dMvRJ64TMphIEVSc7ratl+oIyKKxL+IABLJGzrPtYdtwX1pevART+LsIERta5fG3sdh9d3RTsXjy7Kdjtfv3o2hgs3RUYe6dVBRpwyB+mO62drkU5pq2wX9dTgqUR44EWdTrutaWsAos6BNm5fH3sdu89uiHY7T76/g1Bu4R+7loo0PnOwNgHrYehKjuQivM6ra2lAPFxd0gsgSiQHffsI+E4SZKdyxP87r2l7H/vmP2GVsx+v5gHd8z+F62Y/XYxB75gDvzov97x5h2OfdJ6VKPKSKjTndbZABBolj0DAAjiY75JZOfyBP/lain7NeM//uea8d8X8yDjvR+sGf9tMQd+0Hjx4ydnyu02qrCelDUzOq2NPTaSneBHROxu8xoT7717M8w7bu/VPz7JdQfONPHsc/tz5XabzTqsPfyMTms1UNacwsr0IQTZcd+yiw5i+kst5s75k8tuPvr+fn/NFAO3CtzeV9/fFPzx8Mo7H/M6rdkPGpFndFonBW00H7HHi/VxcLzjXhajrFCKAQSnTy47+fGz/f7a8aquQ3T7WP3iOABhhXh2td9fFxGl51NN/IaXunMQbt/EVXxvOAGcXe11RwaVKCGsD/v96UA0OXjl8kNnUQEx0gEGzgJINAAmcyFcWxM2MaICQc5356Mo1mDdEVZ3p4g8uwtMsIAN7Faxu4ZCiQoIU143gK1VBfF+nrhMPgjkPJnxoAo+NsVZoYgNXpHjKwdx/C8ziEkFcqQDrIi8ymRVJdimLZGHoxFjb0RFII8qBlWIZQjOf95hRJECMhk+hGOEqUX53hoKST75oe91Y2rRlg0gwUBBSZkJ4TyjeQ+qYJGzQhG7Ph4QA1fEugO3YIhuIohIhd50doHyRBUjIXBtCaVz2bVWShGdKmIZgnMjAe6Yu3QK6HzWQ9b11lCQotO010dUNnJE0dCRmZDOFoS+JxOSQCiSiI4rse7A5QYdxHR2ibjEIMwgGwA9tBAPAGFFojoAmGBiDYXAJEx4vVBTWZGQ1ahGKfNsmfOgig5CkSSh9NYduNjQGQBJtERk7LxIrcRL+FBtr8jrMiMaOm4ekWZHZKyhwaJKmWfLnAdVdBCKJiPuo/GugLOd3vu1o/ued286+1T2NHxERQcxqEIsQ7AGxXSmpAINulYzQW8NBZJPfpjONs3b4s8tkTLPlpkPqgiqIRURgswuOrTjnxHvDszvvddujVC9CZCm9BDFphEjKqSUTjENDLQCkEOvGwGlDwUmKYBIPPlh2uu2ErtSVQSSMs+WmQ+qyKoVk4rITRSLqiXuGDhL5805Tio8XU7agj6fcQfnMe7wNs6MfvisoQzD8g+LAFNFP3gBoMX7IO8AZ931otN4q2WyH560oaI7kViOQPSDs6gDklx8QHQab7UQ9T+Hzxj7CbEcAW/imIRIdtcrU844QXSzQ3TxYbIfPqFMAGa8H3weABB4p/Fmi7FHRoFJ8LrMjFRHfsK40TLZD9+ys5bI5QhkPzjZgUgPlBRHdNefPml8NaydJkI+23Y9KUg3KbKPNGImOtxSme6HzwbKSORyBLIfnCI0E6o5lHT3k8YXZzCriDENjzKYG4BiAR2JLMA7ttBAuH2z0tuGCp6IyM0vw40QVc2uNYkNmapGX+LQGjp1hhs6y4iAUStGVYGffs52/p7DYgEnh1Eu+OyIFSCi8EuodVxFl4nlEQAVifmqYXVuJA14EssviNZyeYHNO5ikwFNCj/V57rDTLJ97aaSAJNZTkNMoFnt2xBo8d9iJS9+8qLc8gnQe89WBQRfWPJRrzUMMdxGt5fKCI8pIUwTUNUkkwM2QkkkFxmCo+/cHyGmUiz074vwIQJyJzM4TdJZH6DjPWjpgVKZO8/CGV0m2losMBXESTQfWLCLtRxSGdYzOegqRnbWLPTtidSIimqCzPIJ0ngAQaC60DgBka7nkRqZHUIOlqSg3QTJa7tkRK5AdWLYZulQSUyKpszzCZBSNnoi8Lr3oUpNdEChMZEesGgWI1Ml2SGI9BZm91LMj1qJYbcU6FDgiq8qB3vIIMluQivIiu7f8gmwtlxcMK0YBMN1iat2KEZFVlUNeFGO9DKLYYs+OWJVxBx0oGYAv7dJdHkEUk9CI0CvWG+6i7kbFdP66Y8Sbetzxnw+G6KX/lP+KRa+tN6+vGd9ZmPtrxls3B09vMdx7utqN/N7TFWvk926O0/Xh0ry2Yrx5i2H/4J3VuMdd7GztOmyteOfB4g68t1rh6Wv7xe3N1eLte7cZ9vsHD1fB7l+LJx+uk4mvlv7mSnnwWk7We6dU692JtenbCHweu/0p2Uv/Kf+V/8p/5b/yX/mv/Ff++8Pt0dXV1e6Q/+5mz9WO28+3+8QfGR/st3sevWhcbfkveXbgj/stn899tNs92vZ39OPds/22yRn83ep/+s8nWp0NintPaF3tu/c3J96itbUnmxNPVxe6tzVB68vDl/5T/kswZeSWZgiy4+kwhJkUO26BeHAz0wTYeQR1DWSomQTYjTAKMJNRba8bK9cgpAi0E8zRCT+hkKoUkcoMDGqr2ZTOzS57ZLkegSoMBRMsdKZkAjkTNWwlansKJhFljEQB0CONGPj1YzRQQw0AFJFXMJHImaBhs4UKRMbRgGYjFQvYQgpASCawGmlPsrYpyEO5AZrdRhhobzFQZlraa71mvy94raqkKB0HDHmADeSaJoxMsQEGp1BabaL3DrqSVt7BUNDwudUsspp5Wdsk5Ik0KmekLLUYjDytVaWAIBnhiHxgF6oK3ephm0heH4uxQUwB00dK8fsVXrNMValObdOQ6cC0GIychERV3B5IqoLxmRq8ChWqh5cEuCbWAkCVVKA28YnXdvukpWdA1Rkg9EGdQVFNbVW6kJrDuHXiEBittEzETvZYKcEwSiPD0AwMkrhW9SGDwn7f2AIZYbydzQgdg8LY0p2XVKX8ANQAV0aGCWThR4swgwDjvc8FylswXG54DKPDQFsg5ACn5kIeUBqj00QswGSiCFiD2gSzLkMLRdUCcDQDg2aBompaM40KocFE27rxQXWOikpUqZufx2JQtKd5lvujltKYmfqJGsy1KkV3NG6W846KGvwAu+XPOwwaaqjb/rzjuv2vO/CyfSI2dBzK0cQ5ygLq9eP0RkhVCNcBEW3GRMUuAEEZIBDBAKY09EDkVeVTA2Jq30IkWKkrNQmWKGsoaw90RJMHdKIEg5gNMBBZo6GCASJRsYAjDaBQUNCZVbokDYQtDjNkJKKASAHlQC3aNQIqGSejDqYU5QU0YiTdlDJ6ojMZfSAQ6YFGRLK6kEEkj0rW1IzIooRIg6bQas5qk7Y3MkYyQ4OIVCAEoqAaBeMhNYNAZB0nNSW5aXOC0FmYPHBhUo61RIFdaAoTOgyMwbSaZ15pUza5hFdEAZWjOREs2w5B0QIklAkiqA4ABFEDUyQ0swzLNCRGHgC/vVEVXxBgVkRBWUfXE3ldZFQR5kS585JhkDcpzBLGrQ3xm77Vs7KpQlwGEjIVBArzmJU96FoNJyNQnKIJJRvYLygRkZIpB1jFMuLmhrHi/Z4Vi6LroDJoUOLmxLCLEsxMsoEyjY7oYgCL0oQxucpNUHjvRFatWO+mJ6ptLDF+BDEKoPPO3/C0mA2CeP3jDrdFMtIyWEcJYYvGwdEitAQcCbb/eYcv/eel//x5Cv5/0/876o3V5e391sT+zbX9twPvbVD/d+y9h6dpuxOtzf39/tYAn8duf6L20n9e+s9L/yn/lf/Kf+W/8l/576+1R1dXV7tD/rubPVc7bj/e7hO/Znyw3+559KJxteW/5NmBP+63fD730W73aNvf0fd3z/bbPg/+z7e3fR48pacPbrcAGh3CrRZAY+E2C5+JcIsFzzpBV3TWDbKCs4mgKjabDKJCsxlBU2Q2K0gKzGYGRXHZ7CAoLJuYnqhsanKCssmpicmmJyYkM5iWiMxkUgIyoymJx8wmJBwznI5ozHQygjHjqYjFzCciFHOYhkjMZRICMadlsE98gm9uy1+fBj7dtmsMmy+f/MQn/v6wXWf4B+ATn/jUhgs+9Q+H7XrD3+8/jQ2XT0F+1/eSW27EvnsCYcPl03972E4h/N12S/9r5xu21fKPne0ECmyztL2dUNANfZ1UIN6Dt56cnb392qltqxUevv3kxrG3H95FefCUztHePC2vrVb4Dt1I9todlLfpPO3+KV001yu8czPx9A4KnSkPT+ieacUC3VD28KLIg6dEJxqy1IOnRCcbctR+tBZ4GWo/Wgu9/LQfrQVfdtqP1sIvN+1HawssM+1Ha0ssL+1Ha4ssz3xv93i//8WHry45U+Ii9vzD9rpfbADo0CVglq7jo+e/3L/68feWnCh1FXu++8WlGq2XZzDXzA93j//t+f7V57vDmfyj93cf//Q6tgJu8Ric5jRtGQPZptMUSkhHhNkTux/tnwtPnQGReSkd2wLcpAxoJCCdW7T/5fPdD/f/9of9j3aPf/mH/S8+vqavC8tZiKwckXVE1WjG9YTnv/zl+40Pf7n/6e7xOVCILOolDGeNawyAKRN7ypRgARsAUykoAwSGs0LfAS4mGSCyd0ujluDx7vl+//7uYN/73u79fzvuu/OiYvWGgSMHWCQqFnCkARRO0QNxKKI0jglzXv34F/+Xx4fi+w9/eiYkJHFEEwwwkGgPzM8WgGZ4QKfSZCCjIgRViZwu1Vi5J68yWVUTAo0wtShPAZECiiCopu9AII9alWuaCjwlLMH+w1+wfGb/9v6Hx5SYV1i9C8ESxeaYA9bUjNiLgrZEU9FRYcr+ex9/eGZYJY9ogqOEKNsDwfZuNCIyGX25iQJqRSBSgSj7zp48UcXIzlFEdtIGUFMnYZcXJiahBNSmie1JL8YvP3z86i9fPXz904+P2pvJOc05zQuDaWJSxkg0DD0Ac0BkZ8ZxYcr+D7szSggviSPKnDUMsj0QAqPbei43mIHIGn51oak9IcxASyhomNyjWQiaFoS95A+Pf/ThbvfT+T/IRAAgsI6R0Mz2MAleJogYR4Ypjz8+p5cU5jl+RDnOyvYwQR0AXG5IYJYXj5hmazooeQ+zCAv+VBMj0pwoN109IkWME5zCAKTzgHlWHNHjIq/LJSdyrURVrv0QspbvqZPdZSKb6xu0pMBRMallR5wID57SMgRkcoxetjaVbKCgOpBXZYKjw1rALp3iiE5mc+zAGHSt5oAdLjEU3ksQVJlZbALF+hYE1aKboKTZx+JRHVXsc59beLDxQpAFLCI/Dz1gWjHDXJcVioSMLn1OKjw6aQoCP6K8mOsU40TW0cD8bFGajMvWuMOgr7v5/vjF1TnMNchItIidVHjx7HNnMe4woSwz7vCSydUHu93VqW9J83vycwu73Uc/3kB49Mfd7sDJf+2BQwadW2gOfe/dCyqLHv/+Ytf41bOF7F+f0hrY0589W8p2zH79X85g3tFFl//x0bL8y3dXge/+ZFle/Ji2DR7un71YNHFvDcJ37y2bOBS58KPDAs33c79uLznlgLAAzi67Lcl7hx2fFDpcpDnYu+9d7ZcM18ZgjsUCppzWtv/o4M21oiAtKzJethC2aDjRKKhStTutbb/frxfB0sUEsaaAGMJWyQ58FLsK3WnvsREBo4MY/iZm/Te44mM4yRBVx1UDEdhgQz4jSkHnqpp3jFiEgLKGMpZiE2OX2E6C7iOvpyAoIqd53TurNFhHFHT3IC6w+EPzJSdpIPA9eZpUpdm4bKjEapVQxMGZbGVMRgTg7vB05hQYU4u2FBRltPzcmfYexLuTo4Qgh7+LWf+NwVBW4QhOMXTqbFmFYUpRvpEQadDkDFUV5CIE2lDRVoy0XmA7DbqPvJ6CjEyKTfLqHMQOvYN45OIPiTwcjRil8yNSUawGU6qSqpQxklO1Ry3azWhlSHf+SM4pZFP2R9R2rljkoLvT3vsTC+X0NzGMn6HTsYnT/GYSswxjEBOPD7DXZOQRdUQVixCwPblG0XaB7VToPPJ6CtghVCZklM5B7ES9g3j05M/UVCOKaxtRSKwG3kypco6vt0hEHUKTOt3KAuhCgA4Jhbd9E0wY/ODFtPcemhiskbI3OoBTHWDrEZxiEHUWA/K6WHBnqOAGEosQJBTBoI/fTueAdh55fQV+8EMwwYiD2Kd3ECcXfzgO3WsOARNU1ZpKNFBxgojpVnYJYPqdiLxFDUaNctr77IjN+uewt3R/BKcYRqTZ0UDMvFWRxCIEvSjE47fTofPI6ysYlRkzrKc50Yh0WlHQnTZVLx/RxG+ixhKNMFSB2pv2nuZls1n/HG2pancEEde5ny0V3SciUjKFMlQlsQhBy858P8dvcfQeeV0FvJzB2D+ITtdiNHckY3LxhwliYrLIVmECEw5EJAooEZns3GxjiUEId3uUAWLnk2iqKvAVycS0d4FYWEAWk7P+G9kcmQi48/0sinWhALCTSDuiziIEBso09HDsFkjnkTehgKwl8opoULIYd42WB3FOsXGDmizWJ6OKqViqKQaMLFYnW5nA3fGLaVrSjvrgfkkW/hLkU9326zPK0M27viIe2couIVQVKSBdB65bq58E0UUKPjYm0nXgu5Ui3PlOX3HeJba68w4vcHhvlXKL+9YoufhvhbJLgMUvvURY9PJLiMUuwcRY5DJMkMUtxURZ1KRx/0L0f8cc21OYXVj7d24m3tnfPbn/zrn++0qnE66r/YOnNxFPH9xF/++4e6+/cX52f78/pRCuYI/QG8dev385+r8jTysEK2P/79jtI1Q5+39Hbx+Bytr/O377iJNy8FuUpMPfYqQdABch8RA4/9SD4LyTD4PzTT8QzjMBUTi/FIThvJIQh/NJQyDOIxGROPtUhOKskxGLs01HMM4yIdE4u5SE46ySEo+zSUtAziIxEbn51ITkZpMTk5tLT1BuJkFRufEUheVGkxSXG0tTYG4kUZG5x6kKzT1KVmyun67gXC9h0blzysJz90mLz93KfE/b+/aU+56ensp//1v5wt9s8XzmSz2+/Pm/2N75y298vccrX/zWP312Y7fPfOPLr/Tta1/d2u0rX39l87eX/sN5BQA=)

**图：功耗优化工作流**

## 后续步骤

- [电源架构](https://docs.qualcomm.com/doc/80-70022-30SC/topic/architecture.html#power-arch)

Last Published: Nov 02, 2025

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电源架构](https://docs.qualcomm.com/bundle/publicresource/80-70022-30SC/topics/architecture.md)