How "Rough Cut" Analysis Smoothes HP's Supply Chain
by Jason Amaral and Brian Cargille -- Supply Chain Management Review, 9/1/2005
It’s been said that about 80 percent of a product’s cost is decided long before any metal is cut or plastic is molded. In the same way, a large part of a product’s supply chain complexity is determined right there on the drawing board.
But before anyone starts pointing fingers at the product developers, let’s look at the constraints they face. Customer expectations and competitive pressures have increased across many industries. As a result, R&D groups have less development time to achieve ever-greater product functionality. This is certainly true in the high-tech sector in which Hewlett-Packard (HP) operates. Although most designers are aware of the advantages of, say, component commonality and reuse, supply chain efficiencies are not always uppermost in their minds. That is because most of the critical design-for-supply chain (DfSC) decisions have to be made in the early phases of the product development lifecycle. We have found that even with the support of seasoned financial analysts, the thousands of HP engineers making daily design decisions normally don’t have the time, data, or tools to perform detailed DfSC analyses. As a result, the impact of product design on supply chains is often ignored and decisions, if they are considered at all, are made using overly-simplistic functional metrics such as materials cost and time-to-market. The consequences can be severe: copious excess inventory and lost sales which, for large global companies such as Hewlett-Packard Co., can add up to millions of dollars a year. “Design for supply chain” is not a new concept to us at HP. We have used elements of DfSC, such as postponement and commonality, in several successful projects.1 Yet DfSC has often met with resistance from product managers and designers. Our recent work, however, has led us to implement a systematic, repeatable, and broad-based approach to making design decisions and quickly evaluating whether to analyze a decision in more detail. We call this our “rough-cut” analysis technique. HP is now diffusing this approach across the company. As a result, supply chain costs are now being considered by far more development teams than ever before. Rough-cut is easily understood and accepted by senior management and by nonengineering functions such as marketing and finance. We have found that this approach bridges the gap nicely between purely qualitative assessments and analytical model-building. It has led to less “churn” on decisions—in other words, once a decision is made, it is more likely to stay made. The success to date has confirmed our belief that rough-cut techniques for product-design decisions can help unlock hundreds of millions of dollars of benefits for companies like HP.The Story of the Square-Hole Racks
When Hewlett-Packard and Compaq Computer merged a few years ago, HP’s supply chain managers felt the pain of a relatively minor design difference: HP’s mid-range servers used mounting racks with round holes, while Compaq’s comparable servers used racks with square holes. As a result, the combined company had to order, stock, and distribute 12 different rail kits for mounting servers to cabinet racks. HP’s customers, of course, couldn’t care less about the shapes of the holes in the racks as long as they had the right kit needed to install their product. But the rack design had a huge impact on supply chain costs over the product’s lifecycle. The eventual decision: create five common rail kits for both families of servers at an expected lifecycle savings of $32 million in reduced material and inventory costs. The customers experienced benefits as well: The same rail kits could be used across their various racks and servers.
SPaM: The Roots of DfSC
HP has had a formal DfSC program for two years now, with author Brian Cargille leading the effort. The roots of the program, however, reach back into the late 1980s, when HP formed an internal consulting team—Strategic Planning and Modeling (SPaM)—and staffed it with industrial engineers and management scientists. SPaM’s job was (and is) to support strategic decision making with data-driven analyses. By 1995, the team had completed many projects that helped HP dramatically reduce inventory levels while improving order fulfillment to customers.
Different Ways of Making Design Decisions
The turning point was a project we worked on with the high-end server division during the summer and fall of 1998. Because of SPaM’s reputation in conducting DfSC analyses, the supply chain (SC) and R&D managers jointly sponsored a project to determine the best combination of product designs and supply chain networks for a new family of products scheduled to be launched in several years. SPaM staff were being invited into the world of design decision-making; we were no longer just being asked to correct for a particular design decision that would cause significant supply chain costs.
“Dfx’d To Death”
Now that we had a more open door to the R&D and NPI engineers, we had to develop effective ways of serving them. Not surprisingly, we learned of a widespread feeling that DfSC methods were not appropriate for their organizations. In fact, we were told that they were being “Dfx’d to death,” meaning that there was always some “design for” priority that they were being asked to factor into their work. We also found that they lacked the resources they needed to be successful in terms of DfSC. Although they had tools to quantify material costs down to fractions of a penny, they had nothing with which to identify, say, downstream inventory costs. We had to develop those tools for them.
A Closer Look at Rough Cut
Approximation techniques by themselves are nothing new. What is new is our formal development and dissemination of such techniques for use in a DfSC context.
2. Instead of getting “too analytical too quickly,” begin by identifying the qualitative pros and cons. This will help quickly prioritize the important costs for further analysis.
3. Make simplifying assumptions whenever possible. Ask whether a particular factor would affect the decision (but always capture assumptions so that they can be validated later).
4. Evaluate the upper and lower bounds on costs, and perform sensitivity analyses. This will help ensure that recommendations are robust.
5. Build a detailed financial model when three conditions are met: the decision is too close to call, a wrong decision among the remaining options could be costly, and the most significant open issues relate to quantitative (versus qualitative) factors. Let’s put these guidelines in terms of the two alternative decision processes illustrated in Exhibit 1.
Path A describes a design-for-supply-chain project where several analysts begin by building a comprehensive financial model that is subsequently used to evaluate design alternatives. If done correctly (including appropriate data gathering, model validation, and sensitivity analysis), this path can result in an excellent decision and a significant return on investment. But the numerous design decisions, alternatives, and uncertainties of this approach can slow down projects and try the patience of participants and sponsors alike. More importantly, many more design decisions are not evaluated quantitatively at all.
In just about every conceivable DfSC situation, path B should replace path A. The key feature: The team first performs a rough-cut analysis to understand which costs are most significant. In some cases, a decision becomes clear after the first-pass analysis (top branch). In other cases, more detailed modeling is required and justified (bottom branch).4
Although SPaM has used the path-B approach for years, we have observed that many less successful analysts jump right into detailed modeling. In some cases, “top branch” path-B projects can achieve benefits comparable to path A in one-fifth the time. Even “bottom branch” path-B projects are usually completed more rapidly than those taking path A. The time advantage is the result of subsequent financial models focusing only on the cost factors that are truly important—and ignoring everything else. In addition, the transparency and simplicity of the rough-cut analysis encourages the decision maker and the extended team to build up their intuitive “muscles” more quickly.
Cost Drivers for Commonality
While working with the analysts, we reviewed nearly 20 projects that were seen as successful. For each, we examined the decision made, the alternatives considered, and the analytical/modeling approach employed. As expected, we found that some costs were more important than others in driving commonality decisions.
Exhibit 2 summarizes the prioritized prelaunch, production, and end-of-life costs for commonality decisions.
As mentioned above in the second guideline, we always recommend that development teams evaluate each of these costs qualitatively to ensure that these priorities remain true for their particular decision.
After documenting the advantages and disadvantages of commonality and reuse for each cost driver, we generated a set of rough-cut techniques. Let’s follow one example of the method for service parts inventory as it applies in HP’s industry.
Costing of Service Parts Inventory
When contracts with customers include short time windows for replacing failed parts, spares inventory must be stocked at field locations close to customer sites. However, because most products are reliable, some parts at a particular location may never be required. Commonality often enables dramatic reductions in both inventory levels and management complexity at field locations. The rough-cut technique goes through three steps:
Step 1: Estimate the Number of Field Parts
If the installed base of products is proportional to the world’s population, achieving a four-hour (or less) replacement window requires about 500 field locations worldwide (there are about 400 metropolitan areas with populations greater than 1 million people). If products are concentrated in certain regions or replacement commitments are less stringent (for example, next day), considerably fewer locations are required.
2. Inventory value (per unit)—the inventory value of each part, often the material cost. The data are available from procurement or R&D.
3. Inventory holding cost (percent)—the annual cost of carrying inventory as a percentage of inventory value, including financing, devaluation, storage, and scrap. Figures are available from finance or supply chain. Although the amount of inventory at each field location must be estimated, it usually is not necessary to collect data on installed base, expected failure rates, or restocking lead times. In most cases, one unit provides sufficient inventory at each field location. So if one common part could be used instead of three unique parts, field inventory could be reduced by 67 percent (by going from three units per location to one). The annual inventory cost of each common and unique alternative is calculated by multiplying together the total amount of inventory, the inventory value, and the inventory holding cost (usually between 10 percent and 40 percent). For this example, the savings from buying one part instead of three (in other words, a savings of two parts) would equal $10,000. This figure is based on a calculation of two parts per location for 250 locations at an inventory value of $100 per unit and a holidng cost of 20 percent.5
Step 2: Validate Field-Stocking Levels
The demand for service parts at field locations is usually small but highly unpredictable. To validate the stocking requirements, three additional pieces of data are required:
2. Annual repair rate for parts (percent per year). The likelihood that a part must be repaired based on a combination of failure rates and “no-trouble-found” rates. Data are available from support.
3. Restocking lead time (days). Lead time from the regional DC or supplier to the field stockroom. Figures available from support. The equation below can be used to estimate the daily demand (D) for service parts at each location (I is installed base, R is annual repair rate, and F is the number of field locations).
D = IR
365F
Imagine that a common part is installed in 100,000 products, has an annual repair rate of 1 percent, and requires four days to restock. Assuming that the installed base is evenly served by 250 field locations (that is, 400 installed-base products per location), the average demand per location is only 0.01 units per day (four units per year). Even if this part were to be required for a service call, it’s unlikely that another unit would be needed while inventory is being restocked—average demand over the four-day lead time is only 0.04 units. Similarly, for the “unique parts” scenario, we could calculate demand over the lead time. If three unique parts instead of one common part are used, the demand over the lead time for each part would be some percentage of 0.04 units (depending on the usage split of the three parts across the installed base). For example, if the first unique part is used in 60,000 products, demand over the lead time would be 60 percent of 0.04 units.
Assuming a service level objective of 95 percent or better, the table below shows inventory guidelines based on the expected demand over the lead time (D times L, where L is lead time).6 For our example, the assumption of one inventory unit per location seems reasonable, giving us confidence in our estimate of the inventory savings of commonality calculated above.Spare Parts Inventory Needed for
Service Levels of 95 Percent or More
Inventory to achieve >95%
Demand over the lead time service level
0.05 units or less 1 unit
between 0.05 and 0.3 units 2 units
between 0.3 and 0.8 units 3 units
Step 3: Verify Assumptions and Perform
Sensitivity Analyses
Because it is possible that demand across the field locations is uneven, calculating inventory units based on “average demand” (per the equation for D above) may underestimate the actual requirements for the “high demand” locations. For example, if some field locations serve areas with particularly large installed bases or if the failure rates are not uniform, analysts may wish to further refine the assumptions and calculations. In performing a sensitivity analysis, we find that a field location serving more than about 450 installed products (vs. the 400 assumed above) probably requires two inventory units, while a location serving more than about 2,700 installed products probably requires three units.7 To increase the confidence of the team and decision maker regarding the final recommendations, we could perform similar sensitivity analyses on repair rates and lead times and recalculate the potential savings of commonality.
Buy-in Across the Organization
We are a long way from those early days when a rough-cut analysis was applied randomly—if at all. Today, we have significant buy-in from more people in the design community. We’ve consciously consulted with our internal clients all along, so we now have the right to push the program further and faster. We believe that a combination of consulting projects, custom workshops, Web-based training, rough-cut tools, and telephone and e-mail mentoring will allow us to effectively serve HP’s thousands of R&D, NPI, and SC engineers.
Authors’ note: The authors wish to acknowledge the contributions of Mike Meyers and Scott Ellis. Mike Meyers, DfSC Program Manager for Enterprise Storage and Servers (ESS) Group, sponsored the development of the rough-cut techniques at ESS, helped to extend them, and is driving their implementation. Scott Ellis, Director of HP Strategic Planning and Modeling, leads the SPaM team that created the fundamental approaches which led to our rough-cut techniques, is a key sponsor of HP’s DfSC Program, and provided thoughtful improvements to this paper.
Endnotes:
1 See, for example: Edward Feitzinger and Hau L. Lee, “Mass Customization at Hewlett-Packard: The Power of Postponement,” Harvard Business Review, January-February 1997: pp. 116-121.
2 See, for example: Hau L. Lee and Corey Billington, “Managing Supply Chain Inventory: Pitfalls and Opportunities,” Sloan Management Review, Spring 1992: pp. 65-73. Tom Davis, “Effective Supply Chain Management,” Sloan Management Review, Summer 1993: pp. 35-46. Laura Kopczak and Hau L. Lee, “Hewlett-Pac





















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