Как правильно рассчитать производственные мощности.
Производственная мощность напрямую влияет на объем продукции, который может выпустить предприятие, т.е. на производственную программу, и потому является мощным стратегическим средством в конкурентной борьбе.
Что такое "производственная мощность"?
В общем виде производственную мощность можно определить как максимально возможный выпуск продукции в соответствующий период времени при определенных условиях использования оборудования и производственных ресурсов (площадей, энергии, сырья, живого труда).
В практике различают несколько видов производственной мощности:
- проектная;
- пусковая;
- освоенная;
- фактическая;
- плановая;
- входная и выходная;
- вводимая и выводимая;
- балансовая.
Производственная мощность, как правило, измеряется в тех же единицах, в которых планируется производство данной продукции в натуральном выражении (тонны, штуки, метры и т.д.).
Чем полнее во времени используется производственная мощность, тем больше продукции производится, тем ниже ее себестоимость, тем в более короткие сроки производитель накапливает средства для воспроизводства продукции и совершенствования самой производственной системы: замены оборудования и технологий, осуществления реконструкции производства и организационно-технических нововведений.
Какие факторы влияют на величину производственной мощности?
Величина производственной мощности обусловлена уровнем технологии производства продукции, ассортиментом и качеством продукции, а также особенностями организации труда, наличием необходимых ресурсов уровнем специализации и кооперирования и т.д. Неустойчивость факторов, влияющих на величину производственной мощности, порождает множественность этого показателя, поэтому они подлежат периодическому пересмотру. Ведущим фактором, влияющим на производственную мощность и определяющим ее величину, является оборудование.
Производственная мощность может изменяться в течение каждого планируемого периода. Чем больше планируемый период, тем выше вероятность таких изменений. Выделяют следующие основные причины изменения производственной мощности:
- установка новых единиц оборудования взамен устаревших или аварийных;
- износ оборудования;
- ввод в действие новых мощностей;
- изменение производительности оборудования в связи с интенсификацией режима его работы или в связи с изменением качества сырья;
- модернизация оборудования (замена узлов, блоков и т.п.);
- изменения в структуре исходных материалов, состава сырья или полуфабрикатов;
- продолжительность работы оборудования в течение планового периода с учетом становок на ремонт, профилактику, технологические перерывы;
- специализация производства;
- режим работы оборудования;
- организация ремонтов и текущего эксплуатационного обслуживания.
Какие данные необходимо иметь для расчета производственной мощности?
Для расчета производственной мощности Вам понадобятся следующие исходные данные:
- перечень производственного оборудования и его количество по видам;
- режимы использования оборудования и площадей;
- прогрессивные нормы производительности оборудования и трудоемкости изделий;
- квалификация рабочих;
- намеченные номенклатура и ассортимент продукции, непосредственно влияющие на трудоемкость продукции при данном составе оборудования.
Каковы основные правила расчета производственной мощности?
При расчете производственной мощности Вы должны придерживаться следующих правил:
- Учитывайте все наличное оборудование независимо от его состояния: действует или бездействует из-за неисправности, находится в ремонте, в резерве или на реконструкции, простаивает из-за отсутствия сырья, энергии, а также монтируемое оборудование. Резервное оборудование, предназначенное для замены ремонтируемого, при расчете мощности учитывать не следует.
- При вводе новых мощностей предусматривается, что их эксплуатация начинается в следующем квартале после сдачи.
- Учитывайте эффективный максимально возможный фонд времени работы оборудования при заданном режиме сменности.
- Применяйте передовые технические нормы производительности оборудования, трудоемкости продукции, норм выхода продукции из сырья.
- Ориентируйтесь на наиболее совершенные способы организации производства и сопоставимые измерители работы оборудования и баланса мощностей.
- При расчете производственных мощностей на планируемый период исходите из возможности обеспечения их полной загрузки.
- Предусматривайте необходимые резервы мощностей для быстрого реагирования на изменения товарного рыночного спроса.
- При расчете величины мощности не принимайте во внимание простои оборудования, которые могут быть вызваны недостатками рабочей силы, сырья, топлива, электроэнергии или организационными неполадками, а также потери времени, связанные с ликвидацией брака.
Как рассчитать величину производственной мощности?
За основу расчета производственной мощности, как мы уже говорили, принимают проектные или паспортные нормы производительности оборудования и технически обоснованные нормы времени. Когда же установленные нормы работниками превзойдены, то расчет мощности производится по передовым достигнутым нормам, учитывающим устойчивые достижения.
В общем случае производственная мощность М определяется как произведение паспортной производительности оборудования в единицу времени Н и планового (эффективного) фонда времени его работы Тэф:
В свою очередь эффективный фонд рабочего времени оборудования Тэф определяется как календарный фонд времени Ткал (длительность года - 365 дней) за вычетом выходных и праздничных дней и времени между сменами Тнераб, а также времени простоя оборудования в планово-предупредительных ремонтах Тппр и времени простоя оборудования по технологическим причинам (загрузка, выгрузка, чистка, промывка и т.д.) Ттехн:
![производственная мощность производственная мощность](data:image/png;base64,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)
Определение конкретных значений производственной мощности осуществляется по каждой производственной единице (участок, цех) с учетом планируемых мероприятий. По мощности ведущей группы оборудования устанавливается производственная мощность участка, по ведущему участку — производственная мощность цеха, по ведущему цеху — производственная мощность предприятия. При установке производственной мощности Вы можете разрабатывать мероприятия по выявлению "узких мест" с целью достижения наилучшей сбалансированности производственных мощностей производственных структур предприятия, в т.ч. с помощью параллельно-последовательных методов обработки продукции
Как определить оптимальную величину производственной мощности?
Для определения наиболее оптимальной величины производственной мощности Вам необходимо ее обосновать. Самым распространенным методом экономического обоснования производственной мощности является анализ критической точки. Этот метод успешно применяется при планировании производственных мощностей. При использовании этого метода Вам необходимо построить график зависимости затрат и доходов от объема выпускаемой продукции на основе Ваших производственных данных:
![вычисление производственной мощности вычисление производственной мощности](data:image/png;base64,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)
Целью анализа является нахождение точки (в денежных единицах или единицах продукции), в которой затраты равны доходу. Эта точка является критической точкой (точкой безубыточности), от которой область прибыли лежит справа, а область убытков слева. Анализ критической точки предназначен для обоснования мощности путем отбора того объема выпуска продукции, который, с одной стороны, будет оптимальным с точки зрения его реализации на рынке, а, с другой стороны, будет обеспечивать наименьшие общие затраты при достижении наибольшего результата.
Можно ли небольшому предприятию увеличить производственную мощность без значительных финансовых вложений?
Разумеется, многие владельцы производственных предприятий располагают достаточно ограниченными финансовыми ресурсами и просто не могут себе позволить регулярно приобретать новое, более мощное и современное оборудование. Тем не менее, вопросы увеличения производственных мощностей необходимо решать и желательно с минимальными затратами. Поэтому рекомендуем Вам внимательно ознакомиться со следующей таблицей, в которой мы постарались перечислить различные способы увеличения производственной мощности, в том числе и не требующие значительных финансовых вложений.
За счет увеличения располагаемого фонда времени работы:
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За счет сокращения трудоемкости выпуска продукции:
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1. Увеличение количества единиц установленного оборудования.
2. Увеличение сменности работы оборудования.
3. Улучшение организации ремонта оборудования.
4. Сокращение производственных циклов.
5. Улучшение использования производственных площадей и пространства.
6. Рациональное планирование работ, устранение "узких мест" в производстве.
7. Углубление специализации, развитие кооперирования подразделений и предприятий.
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1. Совершенствование технологии изготовления продукции.
2. Повышение серийности производства.
3. Расширение унификации, нормализации, стандартизации продукции и ее компонентов.
4. Обновление и модернизация оборудования.
5. Повышение уровня технологической оснащенности производства.
6. Постоянное обновление и пересмотр норм времени.
7. Рациональная организация труда на рабочих местах.
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Выводы и рекомендации
1. Проведите анализ и оцените возможность компании по увеличению выпуска продукции за счет улучшения использование трудовых ресурсов (персонала):
- по возможности создавайте дополнительные рабочие места;
- выявляйте причины и ликвидируйте потери рабочего времени;
- изыскивайте способы повышения производительности труда (стимулирование персонала и т.д.);
- используйте улучшение структуры кадров, способствуйте росту квалификации кадров;
- улучшайте организацию производства и труда и т.д.
2. Проведите анализ и оцените возможность компании по увеличению выпуска продукции за счет улучшения использования средств труда (оборудования):
- по возможности укомплектовывайте новые рабочие места оборудованием;
- выявляйте причины и ликвидируйте потери рабочего времени оборудования;
- изыскивайте способы повышения производительности оборудования (модернизация и т.д.);
- внедряйте мероприятий по совершенствованию технологии и организации производства и труда;
- улучшайте структуру основных фондов и т.д.
3. Проведите анализ и оцените возможность компании по увеличению выпуска продукции за счет улучшения использования предметов труда (сырья):
- проводите мероприятия по снижению норм расходов материалов;
- внедряйте прогрессивные виды сырья и материалов и т.д.
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