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Master Planning Case On the basis of a long-term sales plan of a company in the wood industry, your task - with regard to resource management - will be to work out various variants of the production plan and inventory plan as well as the resulting procurement plan. The case: The Planing $\mathrm{Co}$. manufactures wood paneling in many different variants. Variants occur, of course, in the dimensions, but also in the profiled edges and the wood finishes. The company offers panels in both natural wood and in painted finishes. The Planing Co. has only one timber supplier, Forest Clear Co. in Finland. As manager of the Planing $\mathrm{Co}$,, you are faced with the task of producing a master schedule for one year in preparation for a management meeting tomorrow morning. You are expected to provide information on capacity load and, in addition, on the quantities of raw material to be procured from your timber supplier. Your job is to do the planning only for the four most important final products in Planing Co.'s varied product assortment. These four products are shown in Figure 4.8.4.1 below and fall into two product segments: painted finish panels (panel "tradition") or natural wood panels (bio panel). $$ \begin{array}{|l|l|c|c|c|} \hline \text { Product segment } & \text { End product } & \text { width } & \text { length } & \text { height } \\ \hline \text { Panel "tradition" } & \text { Top finish (profile 4) } & 97 \mathrm{~mm} & 5 \mathrm{~m} & 20 \mathrm{~mm} \\ \hline \text { Panel "tradition" } & \text { Top resin (profile 9) } & 97 \mathrm{~mm} & 5 \mathrm{~m} & 13 \mathrm{~mm} \\ \hline \text { Bio panel } & \text { Nordic spruce (profile 4) } & 97 \mathrm{~mm} & 5 \mathrm{~m} & 20 \mathrm{~mm} \\ \hline \text { Bio panel } & \text { Nordic spruce (profile 9) } & 97 \mathrm{~mm} & 5 \mathrm{~m} & 13 \mathrm{~mm} \\ \hline \end{array} $$ These panels, already precut to size, are planed down to specific profiled panels at a number of processing centers. As Figure 4.8.4.2 shows, during the planing process there is a material loss of $3 \mathrm{~mm}$ to the width and of 2 $\mathrm{mm}$ to the height of a precut panel. (IMAGE CANT COPY) Fig. 4.8.4.2 Profiled edge of a finished panel. The Planing Co. has machines to plane down the precut panels to specific profiled panels for a total of 2.7 million square meters of precut panels per year. The capacity unit, which comprises several machines, is given as square meters of material to be planed. You can assume that the same amount of material is processed every month. a. Production and inventory plan: You will base your master planning on available data in the cumulative sales plan for the next 12 months (see Figure 4.8.4.3): $$ \begin{aligned} &\\ & \end{aligned} $$ Fig. 4.8.4.3 Sales plan for the next 12 months. Taking into account the loss of material during the planing process, calculate the load profile according to Figure 1.2.4.1 and enter it into Figure 4.8.4.4. Discuss the result: Is there sufficient capacity? (GRAPH CANT COPY) Fig. 4.8.4.4 Production plan for the next 12 months. Based on the load profile, create for the four products the following three variants of the production plan and enter them into Figure 4.8.4.4: 1. Each month the quantity produced is exactly the planned load that results from the planned demand. As a result, no inventory stock is produced, but costs are engendered for (quantitatively) flexible capacity (see the definition in Section 3.4.3). 2. Each month the quantity produced is the average load. Fluctuations in demand have to be covered by inventory. To ensure delivery reliability, initial inventory stocks of $180,000 \mathrm{~m}^2$ must be carried (for the sake of simplicity, assume that there is appropriate inventory for all four final products). However, no costs arise for (quantitatively) flexible capacity. 3. Half of the capacity is adapted to the load. This means that each month, the quantity produced is one-half the difference between planned load (that results from the planned demand) and the average load. To ensure delivery reliability, initial inventory stocks of $90,000 \mathrm{~m}^2$ must be held. Again, costs are engendered for (quantitatively) flexible capacity, but the costs are lower than in variant 1 , above. Conduct a qualitative comparison of the total costs of the three solutions above, by comparing the following two aspects: - Inventory carrying cost: - Unit cost: $\$ 2$ per $\mathrm{m}^2$ - Annual carrying cost rate: $30 \%$ - Costs for flexibility of capacity: - Labor cost: $\$ 1$ per $\mathrm{m}^2$ - $\quad$ Flexibility percentage required $=$ (maximum monthly load - average load) / average load - $\quad$ Flexibility costs = flexibility percentage * labor cost per year b. Procurement plan: The management at Forest Clear $\mathrm{Co}$. has asked you to give them a rough estimate of the quantity of raw material that Planing Co. will order from them in the next 12 months. As upper management at Planing $\mathrm{Co}$. has just recently decided to build a partnership relationship with this timber supplier, they expect you to respond to Forest Clear by tomorrow at the latest. Your answer will depend on which of the three variants of the production plan that you decide is the best. The raw material, the timber, is the same for all four final products. It is procured and calculated in units of cubic meters. However, as Forest Clear supplies boards of $100-\mathrm{mm}$ width, $50-\mathrm{mm}$ height, and $5-\mathrm{m}$ length only, Planing Co. has to cut the boards to precut panels (see Figure 4.8.4.1) before the precut panels can be planed. Because of the dimensions of the final products, two to three precut panels can be obtained from each raw board (see Figure 4.8.4.5). The raw material must be available in the same month as the final products. (IMAGE CANT COPY) Create a formula for calculating the raw material requirements for a given production plan. Hint: Derive the quantity of raw material in cubic meters (the wood boards) in dependency upon the specific final product, which is given in units of square meters. Company management is only interested in the total raw material requirements per month in Figure 4.8.4.6 (the raw material requirement per product is important only to establish the subtotals). (COLUMN CANT COPY)

   Master Planning Case

On the basis of a long-term sales plan of a company in the wood industry, your task - with regard to resource management - will be to work out various variants of the production plan and inventory plan as well as the resulting procurement plan.

The case: The Planing $\mathrm{Co}$. manufactures wood paneling in many different variants. Variants occur, of course, in the dimensions, but also in the profiled edges and the wood finishes. The company offers panels in both natural wood and in painted finishes. The Planing Co. has only one timber supplier, Forest Clear Co. in Finland.

As manager of the Planing $\mathrm{Co}$,, you are faced with the task of producing a master schedule for one year in preparation for a management meeting tomorrow morning. You are expected to provide information on capacity load and, in addition, on the quantities of raw material to be procured from your timber supplier.

Your job is to do the planning only for the four most important final products in Planing Co.'s varied product assortment. These four products are shown in Figure 4.8.4.1 below and fall into two product segments: painted finish panels (panel "tradition") or natural wood panels (bio panel).
$$
\begin{array}{|l|l|c|c|c|}
\hline \text { Product segment } & \text { End product } & \text { width } & \text { length } & \text { height } \\
\hline \text { Panel "tradition" } & \text { Top finish (profile 4) } & 97 \mathrm{~mm} & 5 \mathrm{~m} & 20 \mathrm{~mm} \\
\hline \text { Panel "tradition" } & \text { Top resin (profile 9) } & 97 \mathrm{~mm} & 5 \mathrm{~m} & 13 \mathrm{~mm} \\
\hline \text { Bio panel } & \text { Nordic spruce (profile 4) } & 97 \mathrm{~mm} & 5 \mathrm{~m} & 20 \mathrm{~mm} \\
\hline \text { Bio panel } & \text { Nordic spruce (profile 9) } & 97 \mathrm{~mm} & 5 \mathrm{~m} & 13 \mathrm{~mm} \\
\hline
\end{array}
$$
These panels, already precut to size, are planed down to specific profiled panels at a number of processing centers. As Figure 4.8.4.2 shows, during the planing process there is a material loss of $3 \mathrm{~mm}$ to the width and of 2 $\mathrm{mm}$ to the height of a precut panel.
(IMAGE CANT COPY)
Fig. 4.8.4.2 Profiled edge of a finished panel.

The Planing Co. has machines to plane down the precut panels to specific profiled panels for a total of 2.7 million square meters of precut panels per year. The capacity unit, which comprises several machines, is given as square meters of material to be planed. You can assume that the same amount of material is processed every month.
a. Production and inventory plan: You will base your master planning on available data in the cumulative sales plan for the next 12 months (see Figure 4.8.4.3):
$$
\begin{aligned}
&\\
&
\end{aligned}
$$
Fig. 4.8.4.3 Sales plan for the next 12 months.
Taking into account the loss of material during the planing process, calculate the load profile according to Figure 1.2.4.1 and enter it into Figure 4.8.4.4. Discuss the result: Is there sufficient capacity?
(GRAPH CANT COPY)
Fig. 4.8.4.4 Production plan for the next 12 months.
Based on the load profile, create for the four products the following three variants of the production plan and enter them into Figure 4.8.4.4:
1. Each month the quantity produced is exactly the planned load that results from the planned demand. As a result, no inventory stock is produced, but costs are engendered for (quantitatively) flexible capacity (see the definition in Section 3.4.3).
2. Each month the quantity produced is the average load. Fluctuations in demand have to be covered by inventory. To ensure delivery reliability, initial inventory stocks of $180,000 \mathrm{~m}^2$ must be carried (for the sake of simplicity, assume that there is appropriate inventory for all four final products). However, no costs arise for (quantitatively) flexible capacity.
3. Half of the capacity is adapted to the load. This means that each month, the quantity produced is one-half the difference between planned load (that results from the planned demand) and the average load. To ensure delivery reliability, initial inventory stocks of $90,000 \mathrm{~m}^2$ must be held. Again, costs are engendered for (quantitatively) flexible capacity, but the costs are lower than in variant 1 , above.
Conduct a qualitative comparison of the total costs of the three solutions above, by comparing the following two aspects:
- Inventory carrying cost:
- Unit cost: $\$ 2$ per $\mathrm{m}^2$
- Annual carrying cost rate: $30 \%$
- Costs for flexibility of capacity:
- Labor cost: $\$ 1$ per $\mathrm{m}^2$
- $\quad$ Flexibility percentage required $=$ (maximum monthly load - average load) / average load
- $\quad$ Flexibility costs = flexibility percentage * labor cost per year
b. Procurement plan: The management at Forest Clear $\mathrm{Co}$. has asked you to give them a rough estimate of the quantity of raw material that Planing Co. will order from them in the next 12 months. As upper management at Planing $\mathrm{Co}$. has just recently decided to build a partnership relationship with this timber supplier, they expect you to respond to Forest Clear by tomorrow at the latest. Your answer will depend on which of the three variants of the production plan that you decide is the best.
The raw material, the timber, is the same for all four final products. It is procured and calculated in units of cubic meters. However, as Forest Clear supplies boards of $100-\mathrm{mm}$ width, $50-\mathrm{mm}$ height, and $5-\mathrm{m}$ length only, Planing Co. has to cut the boards to precut panels (see Figure 4.8.4.1) before the precut panels can be planed. Because of the dimensions of the final products, two to three precut panels can be obtained from each raw board (see Figure 4.8.4.5). The raw material must be available in the same month as the final products.
(IMAGE CANT COPY)
Create a formula for calculating the raw material requirements for a given production plan. Hint: Derive the quantity of raw material in cubic meters (the wood boards) in dependency upon the specific final product, which is given in units of square meters. Company management is only interested in the total raw material requirements per month in Figure 4.8.4.6 (the raw material requirement per product is important only to establish the subtotals).
(COLUMN CANT COPY)
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Integral Logistics Management: Operations and Supply Chain Management Within and Across Companies,
Integral Logistics Management: Operations and Supply Chain Management Within and Across Companies,
Paul Schönsleben,… 4th Edition
Chapter 4, Problem 4 ↓

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Master Planning Case On the basis of a long-term sales plan of a company in the wood industry, your task - with regard to resource management - will be to work out various variants of the production plan and inventory plan as well as the resulting procurement plan. The case: The Planing $\mathrm{Co}$. manufactures wood paneling in many different variants. Variants occur, of course, in the dimensions, but also in the profiled edges and the wood finishes. The company offers panels in both natural wood and in painted finishes. The Planing Co. has only one timber supplier, Forest Clear Co. in Finland. As manager of the Planing $\mathrm{Co}$,, you are faced with the task of producing a master schedule for one year in preparation for a management meeting tomorrow morning. You are expected to provide information on capacity load and, in addition, on the quantities of raw material to be procured from your timber supplier. Your job is to do the planning only for the four most important final products in Planing Co.'s varied product assortment. These four products are shown in Figure 4.8.4.1 below and fall into two product segments: painted finish panels (panel "tradition") or natural wood panels (bio panel). $$ \begin{array}{|l|l|c|c|c|} \hline \text { Product segment } & \text { End product } & \text { width } & \text { length } & \text { height } \\ \hline \text { Panel "tradition" } & \text { Top finish (profile 4) } & 97 \mathrm{~mm} & 5 \mathrm{~m} & 20 \mathrm{~mm} \\ \hline \text { Panel "tradition" } & \text { Top resin (profile 9) } & 97 \mathrm{~mm} & 5 \mathrm{~m} & 13 \mathrm{~mm} \\ \hline \text { Bio panel } & \text { Nordic spruce (profile 4) } & 97 \mathrm{~mm} & 5 \mathrm{~m} & 20 \mathrm{~mm} \\ \hline \text { Bio panel } & \text { Nordic spruce (profile 9) } & 97 \mathrm{~mm} & 5 \mathrm{~m} & 13 \mathrm{~mm} \\ \hline \end{array} $$ These panels, already precut to size, are planed down to specific profiled panels at a number of processing centers. As Figure 4.8.4.2 shows, during the planing process there is a material loss of $3 \mathrm{~mm}$ to the width and of 2 $\mathrm{mm}$ to the height of a precut panel. (IMAGE CANT COPY) Fig. 4.8.4.2 Profiled edge of a finished panel. The Planing Co. has machines to plane down the precut panels to specific profiled panels for a total of 2.7 million square meters of precut panels per year. The capacity unit, which comprises several machines, is given as square meters of material to be planed. You can assume that the same amount of material is processed every month. a. Production and inventory plan: You will base your master planning on available data in the cumulative sales plan for the next 12 months (see Figure 4.8.4.3): $$ \begin{aligned} &\\ & \end{aligned} $$ Fig. 4.8.4.3 Sales plan for the next 12 months. Taking into account the loss of material during the planing process, calculate the load profile according to Figure 1.2.4.1 and enter it into Figure 4.8.4.4. Discuss the result: Is there sufficient capacity? (GRAPH CANT COPY) Fig. 4.8.4.4 Production plan for the next 12 months. Based on the load profile, create for the four products the following three variants of the production plan and enter them into Figure 4.8.4.4: 1. Each month the quantity produced is exactly the planned load that results from the planned demand. As a result, no inventory stock is produced, but costs are engendered for (quantitatively) flexible capacity (see the definition in Section 3.4.3). 2. Each month the quantity produced is the average load. Fluctuations in demand have to be covered by inventory. To ensure delivery reliability, initial inventory stocks of $180,000 \mathrm{~m}^2$ must be carried (for the sake of simplicity, assume that there is appropriate inventory for all four final products). However, no costs arise for (quantitatively) flexible capacity. 3. Half of the capacity is adapted to the load. This means that each month, the quantity produced is one-half the difference between planned load (that results from the planned demand) and the average load. To ensure delivery reliability, initial inventory stocks of $90,000 \mathrm{~m}^2$ must be held. Again, costs are engendered for (quantitatively) flexible capacity, but the costs are lower than in variant 1 , above. Conduct a qualitative comparison of the total costs of the three solutions above, by comparing the following two aspects: - Inventory carrying cost: - Unit cost: $\$ 2$ per $\mathrm{m}^2$ - Annual carrying cost rate: $30 \%$ - Costs for flexibility of capacity: - Labor cost: $\$ 1$ per $\mathrm{m}^2$ - $\quad$ Flexibility percentage required $=$ (maximum monthly load - average load) / average load - $\quad$ Flexibility costs = flexibility percentage * labor cost per year b. Procurement plan: The management at Forest Clear $\mathrm{Co}$. has asked you to give them a rough estimate of the quantity of raw material that Planing Co. will order from them in the next 12 months. As upper management at Planing $\mathrm{Co}$. has just recently decided to build a partnership relationship with this timber supplier, they expect you to respond to Forest Clear by tomorrow at the latest. Your answer will depend on which of the three variants of the production plan that you decide is the best. The raw material, the timber, is the same for all four final products. It is procured and calculated in units of cubic meters. However, as Forest Clear supplies boards of $100-\mathrm{mm}$ width, $50-\mathrm{mm}$ height, and $5-\mathrm{m}$ length only, Planing Co. has to cut the boards to precut panels (see Figure 4.8.4.1) before the precut panels can be planed. Because of the dimensions of the final products, two to three precut panels can be obtained from each raw board (see Figure 4.8.4.5). The raw material must be available in the same month as the final products. (IMAGE CANT COPY) Create a formula for calculating the raw material requirements for a given production plan. Hint: Derive the quantity of raw material in cubic meters (the wood boards) in dependency upon the specific final product, which is given in units of square meters. Company management is only interested in the total raw material requirements per month in Figure 4.8.4.6 (the raw material requirement per product is important only to establish the subtotals). (COLUMN CANT COPY)
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Key Concepts

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Cost Analysis in Production Planning
Cost analysis in production planning involves assessing the various costs associated with production and inventory decisions, such as inventory carrying costs and costs for flexible capacity. This analysis helps in comparing different production strategies by quantifying trade-offs between holding inventory and incurring flexibility expenses. Understanding these cost factors allows for optimization of production strategies to minimize overall expenditures while maintaining service levels.
Inventory Management Strategies
Inventory management strategies deal with balancing the cost of maintaining inventory with the need to ensure reliable product delivery. This includes making decisions between producing to meet exact demand versus producing at an average rate and using inventory as a buffer against demand variability. Effective inventory planning minimizes carrying costs and stockouts while optimizing production schedules and resource utilization.
Material Efficiency and Yield Loss
Material efficiency and yield loss refer to the evaluation of how raw materials are used in production processes and the consideration of losses that occur during manufacturing. Accounting for factors such as material loss during processing is crucial in ensuring that adequate raw materials are sourced and that production targets are met despite inherent process inefficiencies. This concept is fundamental in process optimization and cost control in manufacturing.
Master Production Planning
Master production planning involves developing a comprehensive schedule that aligns long-term sales forecasts with production and resource allocation. It typically integrates demand forecasts, production capacity, and inventory levels to ensure the organization meets customer demand while optimizing the use of resources. This process forms the basis for decision making in manufacturing and supply chain management, linking strategic goals with day-to-day operational plans.
Capacity Planning
Capacity planning is the process of determining the production capacity needed by an organization to meet changing demands for its products. It involves evaluating current production capabilities, forecasting future needs, and identifying whether resources such as machinery, labor, and materials are sufficient or require adjustments. Proper capacity planning ensures that production targets are achievable and that the organization can respond flexibly to fluctuations in demand.
Procurement Planning
Procurement planning in manufacturing is the process of determining the quantity and timing of raw material purchases to support production needs. It involves aligning the supply of materials with the production schedule, accounting for factors like processing losses and conversion yields. Effective procurement planning ensures that materials are available when needed, avoiding production delays and excessive inventory buildup, thus building a strategic link between production and the supply chain.

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