Industrial Management

Chapter 6
Production Planning, Scheduling and Lean Operations

Bachelors Program in Machine Technology
Industrial Management   •   Bachelor

Production Planning, Scheduling and Lean Operations

Introduction and Context

Production planning transforms market requirements into a feasible program of work. It answers three connected questions: what should be produced, when should it be produced, and with which resources? Production control then monitors execution and corrects deviations. In machine-technology industries, these decisions involve materials, machine capacity, tooling, labour skills, maintenance, quality, delivery commitments and cost.

Planning operates at several time horizons. Strategic capacity decisions may concern factories, equipment and technology over several years. Aggregate planning normally covers several months to about one year. The master production schedule (MPS) translates the aggregate plan into end-item quantities by period. Material requirements planning (MRP) determines components and purchase or production orders. Scheduling and dispatching convert these plans into machine-level instructions.

Lean operations complements, but does not replace, planning. Lean seeks to create customer value with minimal waste and stable flow. Effective operations therefore combine quantitative planning systems with disciplined shop-floor improvement.

Learning Objectives

After studying this chapter, the learner should be able to:

  1. Explain the hierarchy of forecasting, aggregate planning, MPS, MRP and shop-floor control.
  2. Prepare a basic forecast and aggregate plan.
  3. Construct and interpret an MPS, bill of materials and MRP record.
  4. Calculate capacity requirements and identify overloads.
  5. Compare loading, sequencing, dispatching and production control.
  6. Apply JIT, Kanban, 5S, Kaizen, value-stream mapping and the Theory of Constraints.
  7. Evaluate the operational, human and ethical implications of lean implementation.

1. The Production-Planning Hierarchy

A useful hierarchy is:

Business strategy → demand forecast → aggregate plan → MPS → MRP → capacity and shop-floor schedule → dispatching and control.

The hierarchy is iterative rather than purely one-way. If MRP reveals insufficient capacity, the planner may revise the MPS, subcontract work, authorize overtime or alter the aggregate plan. Similarly, shop-floor disruptions feed information back to the planning system.

Forecasting

A forecast is an estimate of future demand, not a promise. Forecasts should be time-phased, documented and regularly compared with actual demand. Qualitative methods use expert judgement, sales-force estimates or customer surveys. Quantitative methods use historical data.

A simple moving average for the next period is:

Ft+1 = (At + At-1 + … + At-n+1) ÷ n

where Ft+1 is the forecast for the next period, At is actual demand in period t, and n is the number of observations. The method assumes that recent observations represent future conditions and gives equal weight to each selected period.

A weighted moving average is:

Ft+1 = ∑i=1n wi At+1-i, ∑wi = 1

where wi is the weight assigned to an observation. Weights must be non-negative and sum to one. Exponential smoothing is often written:

Ft+1 = αAt + (1 − α)Ft, 0 ≤ α ≤ 1

Here α controls responsiveness. A high value reacts quickly to changes but may amplify random variation; a low value is smoother but slower to recognize a trend.

Forecast error for period t is et = At − Ft. Mean absolute deviation is:

MAD = (∑|et|) ÷ n

MAD is expressed in demand units. Forecasting must also consider seasonality, product life cycle, promotions, economic conditions and forecast bias. A numerically sophisticated forecast is not useful if its assumptions are ignored.

Aggregate Planning

Aggregate planning balances forecast demand and available capacity for product families. Its variables may include regular-time production, overtime, subcontracting, inventory, backorders and workforce size. Two broad strategies are common:

  • Level strategy: maintain a relatively stable production rate and use inventory or backorders to absorb demand variation.
  • Chase strategy: vary production or workforce to follow demand closely.

Hybrid plans combine these approaches. A basic inventory balance is:

It = It-1 + Pt − Dt

where It is ending inventory in period t, Pt is production, and Dt is demand. If planned production is 100 units, demand is 90 units and opening inventory is 20 units, ending inventory is 30 units.

A planning cost model may be represented as:

C = ∑(cr Rt + co Ot + cs St + ch It^+ + cb Bt)

where Rt, Ot and St denote regular, overtime and subcontracted production; It^+ is positive inventory; Bt is backorders; and the c terms are corresponding unit costs. This model is useful only when costs, capacities and service consequences are estimated credibly.

2. Master Production Scheduling

The MPS states which end items will be completed, in which quantities and in which time buckets. It is more specific than the aggregate plan but should remain feasible with respect to demand, inventory, lead time and capacity.

Important MPS concepts include:

  • Time fence: a period within which changes are restricted.
  • Available-to-promise (ATP): uncommitted inventory and planned receipts available for customer orders.
  • Planning horizon: sufficiently long to include cumulative lead times and relevant capacity decisions.
  • Lot size: the quantity produced or purchased at one time.

ATP is commonly calculated for the first MPS period as opening inventory plus the first scheduled receipt minus customer orders until the next scheduled MPS receipt. Definitions vary by system, so the organization must document its convention.

A sound MPS is stable enough for suppliers and production personnel to use, yet responsive enough to reflect important demand changes. Frequent unplanned changes create nervousness, expediting and excess inventory.

3. Material Requirements Planning

MRP is a time-phased system for planning dependent-demand items. Dependent demand is calculated from the demand for a parent item; independent demand comes directly from customers or markets.

MRP requires three principal inputs:

  1. The MPS for end items.
  2. A bill of materials (BOM) showing component relationships and quantities.
  3. Inventory records containing on-hand balance, scheduled receipts, lead times, lot-sizing rules and safety stock.

MRP logic proceeds through gross requirements, projected available balance, net requirements, planned order receipts and planned order releases. In a simplified lot-for-lot system:

Net requirementt = max(0, Gross requirementt + Safety stock − Available supplyt)

Planned order release is offset earlier than the planned receipt by the item’s lead time. The equation is a planning convention, not a physical law; actual systems may include allocated stock, scrap, minimum order quantities, fixed multiples and safety-time rules.

Worked MRP Example

An assembly requires two units of component X. The MPS calls for 40 assemblies in week 4. Thus gross requirement for X in week 4 is 80 units. Suppose opening inventory is 25 units, there are no scheduled receipts, safety stock is 5 units, and lead time is two weeks. The available supply before the requirement is 25 units. Therefore:

Net requirement = 80 + 5 − 25 = 60 units.

Under lot-for-lot planning, the planned receipt is 60 units in week 4. With a two-week lead time, the planned release is 60 units in week 2. If a 10% scrap allowance were required, the gross requirement would need adjustment according to the organization’s approved scrap convention; it should not be added casually after the MRP calculation.

MRP improves coordination but depends on accurate BOMs, inventory records, lead times and transaction discipline. It can produce nervous schedules when demand and data change frequently. MRP plans requirements; it does not by itself guarantee machine capacity or supplier performance.

4. Capacity Requirements Planning and Loading

Capacity requirements planning (CRP) compares planned workload with available capacity at work centres. For an operation, a basic load calculation is:

Load = ∑(Quantity × Standard setup-and-run time)

If 50 parts require 0.20 machine-hours each and one setup requires 2 machine-hours, the load is 50 × 0.20 + 2 = 12 machine-hours.

Effective capacity is less than theoretical calendar time because of breaks, maintenance, setup, downtime, absenteeism and quality losses. A simple estimate is:

Effective capacity = Available time × Utilization × Efficiency

Utilization measures the proportion of available time actually scheduled or occupied; efficiency compares achieved standard output with the expected output for the time used. Definitions must be kept consistent because organizations sometimes use these terms differently.

For example, an eight-hour shift has 480 minutes. After a 30-minute break, available time is 450 minutes. If utilization is 0.80 and efficiency is 0.90, effective capacity is 450 × 0.80 × 0.90 = 324 standard minutes. A load of 360 standard minutes creates a shortfall of 36 minutes.

Capacity responses include overtime, alternate routing, subcontracting, preventive maintenance, lot-size changes, cross-training, bottleneck improvement and revised due dates. The cheapest apparent response is not always best: overtime may increase fatigue and defects, while subcontracting may create quality or intellectual-property risks.

5. Scheduling, Sequencing and Dispatching

Scheduling assigns jobs to resources and time periods. Loading assigns work to machines or work centres. Sequencing determines the order of jobs. Dispatching releases authorized work and instructions to the shop floor. Control compares actual performance with the plan and initiates corrective action.

Common sequencing rules include:

RulePrincipleTypical implication
FCFSFirst come, first servedSimple and perceived as fair
SPTShortest processing time firstOften reduces average flow time
EDDEarliest due date firstFocuses on due-date performance
Critical ratioRemaining time ÷ remaining workPrioritizes jobs at risk

No rule is universally optimal. SPT can delay long jobs; EDD may increase average flow time; FCFS may ignore urgent customer commitments. Managers should select rules consistent with service, quality and safety priorities.

For a single machine, the average flow time is the mean time jobs spend in the system, including waiting and processing. The practical objective may instead be minimizing tardiness, protecting a bottleneck or meeting sequence-dependent setup requirements. A schedule must also respect process constraints, tooling availability, operator qualifications and maintenance windows.

Dispatch lists should communicate job number, operation, machine, tooling, material status, quantity, due date, quality instructions and authorization. Visual boards and digital manufacturing execution systems can improve visibility, but poor master data will simply make errors more visible.

6. Just-in-Time and Lean Operations

Lean operations originated from efforts to produce with short lead times, low inventory and high quality. Its central principle is to maximize customer value while eliminating waste. The classical seven wastes are overproduction, waiting, transport, extra processing, inventory, motion and defects; many organizations add underuse of human capability.

JIT seeks to produce the right item, in the right quantity, at the right time. It requires stable processes, reliable equipment, small lots, short setups, capable suppliers, quality at source and disciplined problem solving. Low inventory is not the purpose by itself. Inventory often protects against unreliable processes; removing it without solving those causes can stop production.

Kanban

Kanban is a signaling method that authorizes replenishment based on actual consumption. A basic container-number relationship is:

N = D L (1 + S) ÷ C

where N is the required number of containers, D is demand rate per time unit, L is replenishment lead time in the same time unit, S is a safety factor, and C is container capacity. The result is rounded up to a whole container. The formula assumes relatively stable demand, consistent lead time and a defined safety factor.

If demand is 120 units per hour, lead time is 0.25 hour, safety factor is 10% and each container holds 15 units:

N = 120 × 0.25 × 1.10 ÷ 15 = 2.2.

Therefore three containers are required. Actual policy should validate the result through observation and service requirements.

5S and Kaizen

5S is a workplace-management discipline: Sort, Set in order, Shine, Standardize and Sustain. It improves visibility and reduces searching, but it is not merely housekeeping. Sustain requires audits, ownership, training and management support.

Kaizen means continuous, incremental improvement involving the people who perform the work. A typical improvement cycle is define the problem, observe the current condition, identify causes, test a countermeasure, verify results, standardize the improvement and repeat. A3 reports provide a concise structure for this reasoning.

Value-Stream Mapping

Value-stream mapping (VSM) represents material and information flows from supplier to customer. It distinguishes value-adding time from waiting and inventories, identifies bottlenecks and exposes disconnected processes. A current-state map should be based on observation, not assumptions. A future-state map should specify pull signals, pacemaker processes, inventory points, improvement actions and responsible owners.

Important measures include lead time, processing time, first-pass yield, changeover time, work-in-process and on-time delivery. VSM is a diagnostic and design method, not a substitute for detailed engineering analysis.

7. Theory of Constraints

The Theory of Constraints (TOC) argues that system performance is limited by at least one constraint. Its five focusing steps are:

  1. Identify the constraint.
  2. Exploit it using existing resources; avoid lost constraint time.
  3. Subordinate other activities to the constraint’s needs.
  4. Elevate the constraint by adding or improving capacity.
  5. If the constraint moves, return to step one.

A bottleneck should not be judged only by local utilization. Producing items that do not support the constraint can increase inventory without increasing throughput. The drum-buffer-rope concept uses the constraint as the drum setting the pace, a buffer protecting it from disruption, and a rope controlling release of work into the system.

TOC and lean are compatible when used thoughtfully. Lean reduces waste and variation; TOC focuses improvement on the limiting resource. However, excessive local efficiency can conflict with total system flow.

8. Integrated Illustrative Case: Precision Pump Components

This is a fictional illustrative case.

Background

A small manufacturer produces machined shafts for industrial pumps. Monthly demand varies between 800 and 1,200 units. The process includes turning, heat treatment, grinding and inspection. Customer complaints concern late deliveries, while the factory reports high machine utilization and growing work-in-process inventory.

Problem and Analysis

A current-state VSM shows 18 days of total lead time but only 42 minutes of processing time. MRP releases large batches because of assumed setup costs. Grinding is the constraint: it has 360 available standard minutes per shift, while the planned load is 410 minutes. Operators frequently stop grinding to search for gauges and wait for heat-treated batches.

The forecast is reviewed using a three-month weighted moving average. The MPS is then levelled to a practical weekly output, with a small finished-goods buffer for confirmed demand. The BOM and routing records are audited before changing MRP parameters.

Solution

Management takes the following actions:

  • applies SMED principles to reduce grinding changeover;
  • introduces 5S at the grinding cell, with labelled gauge locations;
  • creates a supermarket between heat treatment and grinding;
  • uses a Kanban signal based on observed demand and replenishment time;
  • schedules the grinding constraint first and subordinates upstream release;
  • cross-trains an operator for inspection during peaks;
  • reviews the MPS weekly but freezes the near-term time fence;
  • tracks on-time delivery, first-pass yield, WIP and constraint uptime.

Outcome

After three months, average WIP falls, grinding receives fewer unplanned interruptions and on-time delivery improves. The company does not eliminate all inventory; it relocates a controlled buffer to protect the constraint. The improvement is sustained through standard work, daily management and monthly parameter review.

Learning Points

The case demonstrates that planning accuracy, capacity analysis and lean flow are interdependent. Lower inventory alone would not have solved the problem. The decisive actions were accurate data, constraint-focused scheduling, workplace discipline and employee involvement.

9. Challenges, Ethics and Contemporary Technology

Lean and planning systems can fail through inaccurate data, unrealistic standards, unstable demand, excessive performance pressure or treating workers as interchangeable capacity. Ethical management requires safe work, reasonable workloads, consultation during standardization and protection from retaliation when employees report defects or hazards. Productivity targets must never encourage bypassing guards, inspections or environmental controls.

Digital planning systems integrate ERP, MRP, MES, barcode or RFID data and machine sensors. Artificial intelligence can support demand forecasting, anomaly detection, predictive maintenance and schedule optimization. These tools require representative data, human review, cybersecurity, access controls and explainable decisions. A forecast model trained on historical shortages may incorrectly interpret lost sales as low demand. Automated dispatching may also create unfair workloads or conceal systemic capacity shortages.

Best practice is therefore socio-technical: establish clear process ownership, validate master data, pilot changes, measure total-system outcomes, involve operators, audit algorithms and maintain manual safeguards for safety-critical decisions.

Chapter Summary

Production planning coordinates demand, materials, capacity and time. Forecasts provide estimates; aggregate planning balances product-family demand and capacity; the MPS specifies end items; MRP calculates dependent component requirements; CRP checks whether planned work can be performed. Loading, sequencing, dispatching and control convert plans into executable shop-floor activity.

Lean operations emphasizes value, flow and waste reduction through JIT, Kanban, 5S, Kaizen and value-stream mapping. The Theory of Constraints directs attention to the resource limiting total throughput. These methods are most effective when supported by accurate data, stable processes, employee participation and ethical management. Technology can improve visibility and analysis, but it cannot replace sound assumptions, engineering judgement or human responsibility.

Key Terms

Forecast: An estimate of future demand.

Aggregate plan: A medium-term plan for product families, capacity and resources.

Master production schedule: A time-phased plan for end-item production.

Material requirements planning: A system for calculating time-phased dependent-demand requirements.

Bill of materials: A structured list of components and quantities required for a product.

Dependent demand: Demand derived from the requirement for another item.

Capacity requirements planning: Comparison of planned workload with available work-centre capacity.

Loading: Assignment of work to machines or work centres.

Sequencing: Determination of the order in which jobs are processed.

Dispatching: Authorization and release of work to the shop floor.

Just-in-time: Production and replenishment synchronized closely with actual demand.

Kanban: A signal authorizing replenishment or movement of material.

5S: Workplace organization through Sort, Set in order, Shine, Standardize and Sustain.

Kaizen: Continuous, participative improvement.

Value-stream mapping: Visual analysis of material and information flow.

Theory of Constraints: An approach that focuses improvement on the system constraint.

Bottleneck: A resource whose limited capacity restricts system output.

Drum-buffer-rope: A TOC method coordinating release and protection of work around a constraint.

Review Questions

Short Answer Questions

  1. Distinguish aggregate planning from the master production schedule.
  2. What are the three principal inputs to MRP?
  3. Define loading, sequencing and dispatching.
  4. Explain the purpose of a Kanban signal.
  5. List the five focusing steps of the Theory of Constraints.

Long Answer Questions

  1. Explain the production-planning hierarchy from forecasting to shop-floor control.
  2. Compare level, chase and hybrid aggregate-planning strategies.
  3. Describe MRP logic and explain why accurate BOM and inventory data are essential.
  4. Discuss how 5S, Kaizen and value-stream mapping support lean operations.
  5. Evaluate the benefits and limitations of using digital and AI-enabled production-planning systems.

Analytical / Application Questions

  1. A component has a weekly demand of 600 units, a replenishment lead time of 0.5 week, a safety factor of 20% and a container size of 50 units. Calculate the required number of Kanban containers and state your assumptions.
  2. A work centre has 450 standard minutes available per shift and receives a planned load of 510 minutes. Propose two corrective actions and explain their likely operational trade-offs.
  3. A factory has high utilization but declining on-time delivery and rising WIP. Use VSM and TOC concepts to diagnose the situation and propose an integrated improvement plan.

Multiple Choice Questions with Answers

Question 1

Which planning document specifies end-item quantities by time period?

A. Bill of materials

B. Master production schedule

C. Dispatch list

D. Capacity report

Correct Answer: B. Master production schedule

Question 2

A component is required at 2 units per assembly. An MPS calls for 40 assemblies. What is the gross component requirement?

A. 20 units

B. 40 units

C. 80 units

D. 120 units

Correct Answer: C. 80 units

Question 3

Which forecasting method gives equal weight to each of the selected past observations?

A. Moving average

B. Exponential smoothing

C. Critical-ratio sequencing

D. Delphi forecasting

Correct Answer: A. Moving average

Question 4

A machine has 450 standard minutes available, with utilization of 0.80 and efficiency of 0.90. What is its estimated effective capacity?

A. 324 standard minutes

B. 360 standard minutes

C. 405 standard minutes

D. 450 standard minutes

Correct Answer: A. 324 standard minutes

Question 5

Which sequencing rule generally prioritizes the job with the earliest due date?

A. FCFS

B. SPT

C. EDD

D. Random dispatching

Correct Answer: C. EDD

Question 6

What is the primary purpose of Kanban?

A. Authorize replenishment based on consumption

B. Maximize batch size

C. Replace all capacity analysis

D. Eliminate the need for quality control

Correct Answer: A. Authorize replenishment based on consumption

Question 7

In 5S, which activity establishes consistent procedures and visual standards?

A. Sort

B. Shine

C. Standardize

D. Sustain

Correct Answer: C. Standardize

Question 8

What should an organization do first under the Theory of Constraints?

A. Increase every machine’s utilization

B. Identify the system constraint

C. Increase finished-goods inventory everywhere

D. Subcontract all production

Correct Answer: B. Identify the system constraint

Question 9

Demand is 120 units per hour, lead time is 0.25 hour, safety factor is 10%, and container capacity is 15 units. How many containers are required after rounding up?

A. 2

B. 2.2

C. 3

D. 4

Correct Answer: C. 3

Question 10

Which statement best describes value-stream mapping?

A. It maps only accounting costs

B. It analyzes material and information flow from supplier to customer

C. It is a rule for sequencing jobs on one machine

D. It replaces the master production schedule

Correct Answer: B. It analyzes material and information flow from supplier to customer

Industrial Management
Chapter 6 of 15