Unit 1: Información general
ObjetivosClick to read ![](./images/book.png)
Iniciativa y motivación laboral
Con la ayuda de los círculos de calidad, los empleados trabajan de forma voluntaria y conjunta para mejorar la empresa. Los círculos de calidad fomentan la iniciativa y la motivación laboral.
Evaluar el rendimiento de los miembros del equipo
Aprenderás a evaluar el rendimiento de tus empleados.
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Incremento del rendimiento laboral
Aprenderás a criticar y elogiar correctamente a tus empleados. Estas son tareas importantes de un directivo.
Cómo realizar un círculo de calidad
Aprenderás las funciones y los pasos para realizar un círculo de calidad para mejorar tus habilidades de liderazgo.
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ContenidosClick to read ![](./images/book.png)
Unidad 1 - A
El círculo de calidad y sus reglas
Unidad 2 - B
Los 4 roles y el proceso del círculo de calidad
Unidad 3 - C
Aumentar el rendimiento laboral a través de empleados motivados
Unidad 4 - D
Cómo evaluar correctamente el rendimiento de los miembros del equipo
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IntroducciónClick to read ![](./images/book.png)
Cómo tus empleados mejoran la calidad en tu empresa
Como líder, no siempre será posible ver los rincones más pequeños de tu empresa. Dependes de la ayuda de tus empleados cuando se trata de descubrir los puntos débiles y mejorarlos de forma significativa.
Una herramienta para mejorar la calidad de la empresa es el llamado círculo de calidad. A diferencia de las simples reuniones o grupos de trabajo, aquí el objetivo claro es provocar cambios positivos en la empresa. Es importante que la participación sea absolutamente voluntaria. La voluntariedad crea motivación y conduce a un resultado tangible.
A largo plazo, la mejora de la calidad se convertirá en algo autogestionado si todos los implicados participan en los círculos de calidad con una actitud positiva y apoyan esta forma de cooperación.
En última instancia, ¡todos son responsables del éxito de la empresa!
Unit 2: El círculo de calidad y sus reglas
Los objetivos del círculo de calidadClick to read ![](./images/book.png)
- Mejorar la productividad en el área de trabajo
- Eliminar los errores en la producción
- Garantizar la calidad en la producción
- Descubrir nuevas actitudes y comportamientos
- Desarrollar más autoestima y competencia social
- Mejorar los procesos de dinámica de grupo
Más información sobre el círculo de calidad en el enlace: https://study.com/academy/lesson/quality-circle-definition-process.html#quiz-course-links
El círculo de calidad y sus reglasClick to read ![](./images/book.png)
El círculo de calidad se originó en Japón y es una forma de trabajo en equipo. Los equipos tienen la tarea de aumentar la calidad de los procesos y productos de la empresa. Además, se aprovecha mejor el potencial de rendimiento y se mejora el ambiente de trabajo. En los círculos de trabajo definidos, cada empleado aporta sus conocimientos y experiencia.
Para un círculo de calidad hay 5 reglas a seguir para estructurar el trabajo del grupo:
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)
El cumplimiento de estas normas garantiza que el trabajo en equipo no se convierta en una pausa para el café, sino en una cooperación constructiva.
Unit 3: El círculo de calidad: roles y procesos
Los 4 roles de un círculo de calidadClick to read ![](./images/book.png)
En un círculo de calidad hay 4 roles con tareas definidas. Los miembros del personal del círculo de calidad pertenecen a un grupo de proyecto o al equipo del círculo de calidad.
La coordinación es particularmente importante en un círculo de calidad. Por lo tanto, los roles forman instancias de control y coordinación. La distribución precisa de las tareas fomenta la participación activa.
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) 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) 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El órgano ejecutivo de un círculo de calidad son los grupos de proyecto. Cada uno de ellos está formado por un máximo de 15 miembros que se reúnen regularmente. Trabajan en la solución de los problemas de la empresa descubiertos por el equipo del círculo de calidad e investigan las causas. Los grupos del proyecto presentan o informan de sus resultados al equipo del círculo de calidad.
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) 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El líder del equipo es miembro del equipo de círculo de calidad y aprueba las decisiones del equipo. Está en estrecho contacto con el departamento de garantía de calidad de su empresa o con la dirección para informar de los éxitos de las mejoras de calidad. Como coordinador del círculo de calidad, fija las fechas de las reuniones y presentaciones de los grupos de proyectos. Además, es responsable de designar un mentor para cada grupo de proyecto.
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) 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El equipo del Círculo de Calidad (equipo CC) se reúne regularmente y está formado por un máximo de 9 miembros. El equipo reúne y coordina los grupos de proyectos individuales. En primer lugar, se realiza un análisis de los puntos fuertes y débiles de la empresa. A continuación, el equipo elabora un plan de acción para subsanar las deficiencias detectadas. Este plan de trabajo debe ser tan concreto como sea posible y contener hitos programados. El plan de trabajo se traduce en tareas de trabajo que el equipo asigna a los grupos del proyecto o a individuos de los mismos. Debe haber un grupo de proyecto separado para cada tema. Una vez las tareas han sido distribuidas y programadas, el equipo tiene la tarea de controlar la ejecución y recibir los informes o presentaciones de los grupos de proyecto. Además, el equipo informa al jefe de equipo sobre el éxito de la aplicación.
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) 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Cada grupo de proyecto tiene un mentor que forma parte del grupo y lo coordina. Tiene la tarea de supervisar la ejecución de las tareas y ayudar con los obstáculos, por ejemplo, si se necesita personal adicional o conocimientos técnicos. El mentor es responsable del informe final de resultados del trabajo del grupo.
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Aprenderás cómo hacer un círculo de calidad a continuación
El proceso de un círculo de calidadClick to read ![](./images/book.png)
Un círculo de calidad puede dividirse en 12 pasos. En casa paso, las tareas son distribuidas a los miembros dentro de los grupos de proyecto.
Paso 1
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Paso 2 |
Paso 3
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Paso 4 |
Realizar un análisis de los puntos débiles y determinar la tarea real
- Generar una lista de problemas utilizando el Brainstorming
- Priorizar problemas utilizando el análisis A, B, C.
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Identificar y asignar el entorno, las causas, los clientes y los proveedores
- Análisis de Pareto o clasificación basada en datos anteriores
- Registrar el problema seleccionado con el coordinador
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Definición de los puntos débiles, los pasos de trabajo necesarios y los objetivos, lo que determina el resultado deseado del círculo de calidad.
- Diagrama de flujo
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Se asigna a cada grupo de proyecto un punto débil identificado y se analiza el problema y sus causas.
- Recogida de datos
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Paso 5
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Paso 6 |
Paso 7 |
Paso 8 |
Se presenta el análisis y se desarrollan posibles soluciones.
- Brainstorming
- Diagrama de causa y efecto
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Las causas y soluciones se presentan al equipo de control de calidad con la correspondiente evaluación.
- Recogida de datos
- Comparación
- Discusión
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El problema se aborda de forma concreta. Se calculan los recursos personales y materiales necesarios y se realizan análisis de costes y beneficios.
üGráfico de barras, de tarta, de área, histograma, estratificación, diagrama de dispersión
- Análisis del por qué
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Se elabora un plan de ejecución y se distribuyen las tareas de ejecución con el apoyo del mentor y del equipo CC.
- Brainstorming
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Paso 9
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Paso 10 |
Paso 11
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Paso 12 |
Las soluciones desarrolladas deben aplicarse y documentarse. El plan de aplicación puede tener que adaptarse sucesivamente.
- Brainstorming
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Una vez aplicadas las soluciones, el equipo analiza los resultados y documenta los éxitos y fracasos.
- Recogida de datos
- Análisis
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Las implantaciones exitosas pueden integrarse firmemente en los procesos de la empresa.
- Encuestas de cifras clave
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El proyecto concluye con un informe final. En él se hará un balance del distrito de calidad y se documentarán las experiencias de los grupos del proyecto.
- Informe
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Unit 4: Cómo aumentar el rendimiento laboral
Cómo aumentar el rendimiento laboral mediante empleados motivadosClick to read ![](./images/book.png)
Muchos directivos opinan que no dar críticas, es suficiente como apreciación positiva. Pero los empleados necesitan una retroalimentación concreta, de lo contrario no saben cómo clasificarse a sí mismos y a su trabajo. Sin embargo, la retroalimentación correcta y adecuada no sólo conduce a una mayor seguridad, sino que también aumenta la motivación de los empleados.
La falta de reconocimiento es una de las razones más comunes por las que los empleados insatisfechos se quejan. Los respectivos superiores suelen estar incluso muy satisfechos con el rendimiento laboral, simplemente no lo comentan. Criticar y elogiar correctamente son tareas importantes de un directivo.
1. Sé auténtico
El simple hecho de dar palmaditas en la espalda con regularidad lleva a que el empleado elogiado ni siquiera registre la afirmación de significado positivo. Tampoco hay que buscar obsesivamente una pequeña cosa para elogiar o criticar. El requisito más importante para que los elogios sean eficaces es la propia convicción de que la actuación es positiva.
2. Replantea tus estándares
Si eres una persona que tiene un nivel de exigencia muy alto, la primera recomendación puede significar que nunca llegues a ver una actuación como positiva. En este caso, debes tener en cuenta que tu estándar no es la medida de todas las cosas y que, sin duda, debes utilizar estándares más bajos a la hora de evaluar a los empleados. Tampoco se puede juzgar a todos los empleados según los mismos criterios.
3. Analiza el desempeño de tus empleados regularmente
Para poder elogiar o criticar a sus empleados de forma selectiva, debes seguir de cerca su rendimiento. En el caso de un error, se suele notar el efecto en uno mismo, pero el desempeño positivo suele ser mucho más difícil de reconocer. Al final del día o de la semana, mira hacia atrás y pregúntate: ¿Ha rendido el empleado correspondiente por encima de su nivel habitual?
4. Adecúa los elogios al desempeño
Los elogios sólo son eficaces si son apropiados e individuales. Lo que cuenta no es tanto la repercusión del rendimiento en la empresa, sino el grado de compromiso del empleado. Si un empleado sustituye repetidamente a sus compañeros, esto no mejora necesariamente el rendimiento general, y sin embargo es sin duda un motivo para un elogio especial.
5. Elogia consistentemente los buenos resultados
Aunque en general es cierto que sólo se debe elogiar el rendimiento más o menos sobresaliente, hay que ser muy deliberado al hacerlo. Hay empleados que son muy fiables y tienen un buen rendimiento constante. También hay que reconocerlo y elogiarlos regularmente.
Unit 5: Cómo evaluar el rendimiento de los miembros de tu equipo de forma correcta y justa en 3 pasos
Cómo evaluar el rendimiento de los miembros de tu equipo de forma correcta y justa en 3 pasosClick to read ![](./images/book.png)
Como directivo, tienes que evaluar el rendimiento de los empleados en determinados momentos. La calidad de la evaluación depende tanto de la observación como de la realización de la entrevista de evaluación. Divide la evaluación del rendimiento en 3 fases para conseguir una evaluación más justa y normalizada.
No establezcas las evaluaciones con prisas, por ejemplo, poco después de la finalización de un proyecto de mejora. La experiencia demuestra que las entrevistas de evaluación del rendimiento resultan entonces muy superficiales. Existe un gran riesgo de que los aspectos personales y emocionales hagan imposible un juicio objetivo. El resultado: insatisfacción entre los empleados afectados y una disminución del rendimiento en el siguiente proyecto.
3 pasos para una evaluación correcta y justa de los empleados:
Observar
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Toma notas por escrito con suficiente antelación a la evaluación, por ejemplo, durante un proyecto de mejora, para evaluar el rendimiento y el comportamiento de los empleados de la forma más sistemática posible y poder demostrarlo durante la entrevista de evaluación. Utiliza las notas, por ejemplo, para referirte a la "fiabilidad", el "compromiso laboral", el "comportamiento laboral en diferentes situaciones de trabajo", la "cooperación" o similares de los empleados. De este modo, evitas que la evaluación se base únicamente en impresiones poco antes de la entrevista de evaluación. Ten un pequeño cuaderno para las notas, que lleves siempre contigo. En el mejor de los casos, puedes remitirte a hechos concretos para tu evaluación. Por lo tanto, siempre hay que documentar estos hechos lo antes posible.
CONSEJO PRÁCTICO: Ten cuidado con el manejo de estas notas escritas.
Ten cuidado con el manejo de estas notas escritas; evita destruir la cooperación de confianza. Bajo ninguna circunstancia el personal debe tener la sensación de que estás "guardando archivos" sobre ellos.
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Evaluar
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Revisa cuidadosamente las notas antes de la entrevista de evaluación para no tener que consultarlas durante la misma. Nota: No se trata de una prueba, sino de una ayuda a la memoria personal para una evaluación más justa de los empleados.
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Explicar en detalle
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Discutir siempre la evaluación con el respectivo empleado y registrar el resultado de la discusión. Para que el empleado no se vea sorprendido en algún momento cuando reciba una evaluación que no le parezca comprensible, debes hablar abiertamente de ello con él. Este debate también servirá para planificar el futuro despliegue de personal para los proyectos de mejora. Pregúntate:
- "¿Cómo puedo promocionar mejor a mi empleado?"
- "¿Cómo piensas eliminar sus debilidades?”
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Criterios para la evaluación de un empleadoClick to read ![](./images/book.png)
Criterios para la evaluación de un empleado
Criterios objetivos de evaluación
Los criterios objetivos son fáciles de determinar porque están completamente desvinculados de los empleados, por ejemplo:
- Cualificaciones
- Habilidades y capacidades
- Días de ausencia
- Principales áreas de uso en el proyecto, la empresa, etc.
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Criterios subjetivos de evaluación
No hay ningún empleado que tenga sólo puntos fuertes o sólo puntos débiles. Por lo tanto, elabora una lista de criterios según los cuales juzgues a todos los empleados, por ejemplo:
- Cumplimiento de los plazos
- Flexibilidad
- Motivación
- Competencia social
- Capacidad de trabajar bajo presión
- Facultades críticas, etc.
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Unit 6: Resumen
Palabras claveClick to read ![](./images/book.png)
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