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چهارمین همایش تعامل انجمن صنفی با نیروگاههای بخار (8)؛
در عصر کنونی و دنیای رقابت پذیر فعلی، نیاز به اجرای شیوه های جدید علمی و مدیریتی به صورت جدی احساس میشود؛ که در نیروگاه شهید منتظری به دلیل آنکه به بخش خصوصی تعلق دارد، دید مناسبی نسبت به آن وجود دارد. به وسیله XQ می توان نقاط قوت و ضعف اجرایی را در سطوح مختلف سازمانی به دست آورد.
به گزارش "برق نیوز"، رئیس هیأت مدیره انجمن صنفی نیروگاه های ایران در نشست تخصصی "متدلوژی شیوه اجراء در نیروگاههای برق و مهارت کسب نتیجه (XQ)" که در حاشیه چهارمین همایش تعامل انجمن صنفی با نیروگاههای بخار و بخش بخار سیکل ترکیبی برگزار شد، گفت: توجه به منابع انسانی و مباحث مربوط به مدیریت دانش از ضروریات مدیریت علمی و بهروز میباشد.
مهندس سید محسن افتخاری تصریح کرد: وقتی اینجانب به نیروگاه شهید منتظری آمدم، برخلاف این رسم غلط مدیران که هنگام شروع کار خود در یک مجموعه، مدعی می شوند که یک خرابه را تحویل گرفته اند، واقعیت ها را دیدم و به دوستان گفتم که من مجموعه ای آباد را تحویل گرفته ام و تلاش می کنم آن را ارتقا بدهم.
وی اظهار داشت: در عصر کنونی و دنیای رقابت پذیر فعلی، نیاز به اجرای شیوه های جدید علمی و مدیریتی به صورت جدی احساس میشود؛ که در نیروگاه شهید منتظری به دلیل آنکه به بخش خصوصی تعلق دارد، دید مناسبی نسبت به آن وجود دارد.
مدیرعامل نیروگاه شهید محمد منتظری اصفهان در ادامه افزود: خوشبختانه مدیران شرکت پرشیان فولاد نیز نگاه ویژهای به دانشهای نوین مدیریتی داشته و ارتقای کیفیت نیروگاه شهید منتظری در اولویت آنها قرار دارد.
مهندس افتخاری تاکید کرد: بر همین اساس، تصمیم داریم متدولوژی شیوه اجرا (XQ) که در نیروگاههای دیگری همچون نیروگاه آبادان انجام پذیرفته است را در نیروگاه شهید منتظری اصفهان نیز عملیاتی کنیم.
رئیس هیأت مدیره انجمن صنفی نیروگاه های ایران (اصنا) در پایان تصریح کرد: در نظر است تا شیوه XQ در تمامی نیروگاه های بخار کشور علی الخصوص اعضای اصنا، انجام گیرد.
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)
اجرای شیوه XQ در نیروگاه آبادان
به گزارش برق نیوز، در بخش دیگری از این نشست مهندس حسین ظهوریان درباره متدلوژی XQ اظهار داشت: این روش برای ارزیابی میانگین توان اجرایی در سازمانها بوده که می توان در ساختار سازمانی بنگاههای صنعتی و اقتصادی و همچنین نیروگاه های تولید برق نیز آن را اجرا کرد.
وی ادامه داد: به طور مثال در نیروگاه آبادان این شیوه مورد بررسی قرار گرفته که نتایج خوبی را نیز در پی داشته است.
مهندس ظهوریان با اشاره به این نکته که به وسیله XQ می توان نقاط قوت و ضعف اجرایی را در سطوح مختلف سازمانی به دست آورد تصریح کرد: این روش، ابزاری است برای شناخت ظرفیت عملکردی هر سازمان.
ارزیاب و مشاور پروژه XQ در نیروگاههای کشور در ادامه گفت: ما با XQ میزان تمرکز و هم افزایی سازمانی که اصول اجرا می باشد را مورد سنجش قرار می دهیم و با شناسایی نقطه ضعف های اجرایی سازمان، میزان موفقیت سازمانی در زمینه دستیابی به بهترین نتایج در شرایط غیرقابل پیش بینی و افزایش توان اجرایی را تبیین میکنیم
مهندس ظهوریان درباره نحوه اجرای این پروژه گفت: ارزیابی توان اجرایی، نقاط ضعف اجرایی سازمان را مشخص و آدرس دهی می کند و بهبود توان اجرایی، قدرت حرکت را در شرایط سخت و غیرقابل پیش بینی به سازمان ها می دهد.
مهندس سید محسن افتخاری تصریح کرد: وقتی اینجانب به نیروگاه شهید منتظری آمدم، برخلاف این رسم غلط مدیران که هنگام شروع کار خود در یک مجموعه، مدعی می شوند که یک خرابه را تحویل گرفته اند، واقعیت ها را دیدم و به دوستان گفتم که من مجموعه ای آباد را تحویل گرفته ام و تلاش می کنم آن را ارتقا بدهم.
وی اظهار داشت: در عصر کنونی و دنیای رقابت پذیر فعلی، نیاز به اجرای شیوه های جدید علمی و مدیریتی به صورت جدی احساس میشود؛ که در نیروگاه شهید منتظری به دلیل آنکه به بخش خصوصی تعلق دارد، دید مناسبی نسبت به آن وجود دارد.
مدیرعامل نیروگاه شهید محمد منتظری اصفهان در ادامه افزود: خوشبختانه مدیران شرکت پرشیان فولاد نیز نگاه ویژهای به دانشهای نوین مدیریتی داشته و ارتقای کیفیت نیروگاه شهید منتظری در اولویت آنها قرار دارد.
مهندس افتخاری تاکید کرد: بر همین اساس، تصمیم داریم متدولوژی شیوه اجرا (XQ) که در نیروگاههای دیگری همچون نیروگاه آبادان انجام پذیرفته است را در نیروگاه شهید منتظری اصفهان نیز عملیاتی کنیم.
رئیس هیأت مدیره انجمن صنفی نیروگاه های ایران (اصنا) در پایان تصریح کرد: در نظر است تا شیوه XQ در تمامی نیروگاه های بخار کشور علی الخصوص اعضای اصنا، انجام گیرد.
اجرای شیوه XQ در نیروگاه آبادان
به گزارش برق نیوز، در بخش دیگری از این نشست مهندس حسین ظهوریان درباره متدلوژی XQ اظهار داشت: این روش برای ارزیابی میانگین توان اجرایی در سازمانها بوده که می توان در ساختار سازمانی بنگاههای صنعتی و اقتصادی و همچنین نیروگاه های تولید برق نیز آن را اجرا کرد.
وی ادامه داد: به طور مثال در نیروگاه آبادان این شیوه مورد بررسی قرار گرفته که نتایج خوبی را نیز در پی داشته است.
مهندس ظهوریان با اشاره به این نکته که به وسیله XQ می توان نقاط قوت و ضعف اجرایی را در سطوح مختلف سازمانی به دست آورد تصریح کرد: این روش، ابزاری است برای شناخت ظرفیت عملکردی هر سازمان.
ارزیاب و مشاور پروژه XQ در نیروگاههای کشور در ادامه گفت: ما با XQ میزان تمرکز و هم افزایی سازمانی که اصول اجرا می باشد را مورد سنجش قرار می دهیم و با شناسایی نقطه ضعف های اجرایی سازمان، میزان موفقیت سازمانی در زمینه دستیابی به بهترین نتایج در شرایط غیرقابل پیش بینی و افزایش توان اجرایی را تبیین میکنیم
مهندس ظهوریان درباره نحوه اجرای این پروژه گفت: ارزیابی توان اجرایی، نقاط ضعف اجرایی سازمان را مشخص و آدرس دهی می کند و بهبود توان اجرایی، قدرت حرکت را در شرایط سخت و غیرقابل پیش بینی به سازمان ها می دهد.
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