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Today, we'll discuss downtime costs, which are a crucial aspect of machinery management. Remember, downtimes can lead to significant losses! Can anyone tell me what downtime cost includes?
Does it include the cost of not producing while the machine is down?
Exactly! Downtime costs depend on the hourly cost of the machine and the downtime percentage. For instance, if we have a machine costing 900 rupees per hour and a downtime of 3%, what's the hourly downtime cost?
It would be 27 rupees per hour.
Perfect! And if the machine operates for 2000 hours a year, how much is the total downtime cost for that year?
That would be 54,000 rupees.
Well done! Remember, these calculations help us understand the economic implications of machine downtime.
So, what happens in the second year with a higher downtime percentage?
Good question! The downtime cost increases with the percentage. For 6%, it becomes 54 rupees per hour, leading to a yearly cost of 108,000 rupees. We always need to calculate cumulative costs over time as well.
Now that we've covered downtime costs, let's look at cumulative costs. Why do we want to sum these costs over multiple years?
To see the overall impact on our budgeting?
Correct! Cumulative costs give us an accurate picture of expenses. Can someone calculate the cumulative downtime cost for three years?
It would be 54,000 plus 108,000, which equals 162,000 for the first two years, and adding the next would give us 324,000 rupees.
Exactly! And don’t forget to divide the total cumulative cost by total hours worked to find the cost per hour.
So, if we have 2000 hours each year, that's about 40.5 rupees per hour in the second year.
Well done! This kind of analysis is key to determining when it's best to replace a machine.
Moving on to obsolescence costs, can anyone tell me how they differ from downtime costs?
Obsolescence costs reflect how outdated equipment has become and might involve higher maintenance?
Exactly! Obsolescence costs relate to retaining older machines despite more efficient options being available. For instance, in the second year, if the obsolescence factor is 5%, what's the cost per hour?
That would be 45 rupees.
Right! And what about the third year with a 12% factor?
It would be 108 rupees per hour.
Excellent! Remember that these cumulative costs can clarify when it's economically sensible to replace machines.
Finally, let’s discuss the concepts of defender and challenger in equipment replacement analysis. Who can remind us what each term refers to?
The defender is the current machine, and the challenger is the potential replacement.
Exactly! To make an informed decision about whether to replace your defender, we compare the costs associated with both machines. Why do you think that is important?
It helps ensure we make a financially sound decision, right?
Correct! By analyzing the cumulative costs of both options, we can see if the challenger offers better performance and lower expenses, guiding us in our equipment strategies.
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The section guides readers through the calculations related to downtime and obsolescence costs for machinery. It focuses on determining the economic life of equipment by analyzing cumulative costs over time and introduces the concepts of defender and challenger in equipment replacement analysis.
In this section, we explore the concepts of downtime costs and obsolescence costs associated with machinery. The downtime cost is calculated as a percentage of equipment cost, and example calculations for the first and second years illustrate how these costs accumulate over time. We also discuss the impact of productivity adjustments based on operational disruptions, leading to increased costs when machines undergo repairs. Obsolescence costs reflect the increased expenses linked to older machines that no longer perform efficiently compared to newer models. By analyzing and summing these costs over the years, we determine the economic life of a machine, or the optimal time for replacement, which occurs when associated costs are minimized. The concepts of defender (current equipment) and challenger (potential replacement) are introduced, emphasizing the need for a thorough cost comparison to make informed replacement decisions.
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So, downtime cost per hour equal to 3% of your equipment cost. Equipment cost is nothing but 900 rupees per hour.
Downtime cost per hour = (3/100) × (900) = 27 rupees per hour.
Your machine is going to operate in a year for 2000 hours. So, what is your yearly downtime cost? Yearly downtime costs for the first year is,
Downtime cost per year = 27 × 2000 = 54,000 rupees.
In this chunk, we start by calculating the downtime cost per hour. Downtime cost refers to the loss incurred for every hour a machine is not operational. It is expressed as a percentage of the equipment cost, which in this case is 900 rupees per hour. We calculate 3% of this cost to find the downtime cost per hour (27 rupees). Then, we can extrapolate this figure to find the annual impact by multiplying the hourly cost by the total number of operational hours per year (2000), leading us to a total yearly downtime cost of 54,000 rupees.
Imagine a car that costs 900 rupees to operate for each hour. If it breaks down for 3% of the time, you're losing 27 rupees for every hour it's out of commission. If the car is expected to run for 2000 hours a year, you lose out on 54,000 rupees of potential earnings because the car was not operating.
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Similarly, calculate the downtime costs for the second year; in the second year, the downtime percentage is 6%. So, downtime cost is 6% of your equipment cost, equipment cost is 900 rupees per hour.
Downtime cost per hour = (6/100) × (900) = 54 rupees per hour.
Downtime cost per year = 54 × 2000 = 1,08,000 rupees.
Here, we compute the downtime cost for the second year where the downtime percentage has increased to 6%. Again, we find the downtime cost per hour by calculating 6% of the equipment cost. This results in 54 rupees per hour. To find out the impact for the whole year, we multiply this hourly rate by the 2000 operational hours to yield a total downtime cost of 1,08,000 rupees for the second year.
Continuing with our car analogy, if the same car now has issues that make it unusable for 6% of the time, the cost for the downtime rises to 54 rupees per hour. Over a year of 2000 driving hours, the total impact would be 1,08,000 rupees lost due to these issues, more than doubling the previous year's loss.
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To find the cumulative downtime cost, add the costs from both years. Cumulative downtime cost by adding it: 54,000 + 1,08,000 = 1,62,000 rupees. Similarly, you calculate this for all the years for the entire life of the machine.
In this portion, we introduce the concept of cumulative downtime costs by adding the costs from each year. After calculating the yearly costs, we sum them to get a total of 1,62,000 rupees. This cumulative cost will continue to grow as we calculate it year by year, which provides insights into the overall financial impact of downtime across the machine's lifespan.
Think of it like saving for a vacation: in the first year, you save 54,000 rupees, and in the second year, you save another 1,08,000 rupees. Adding these together means you now have a total savings of 1,62,000 rupees, showing how each consecutive year can build a larger financial impact either positively or negatively.
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Now, you have to account for the loss in productivity. The loss in productivity results in increased downtime cost because the machine has spent time in the repair yard.
Here, we highlight the impact of lost productivity on costs. If a machine is in repair, it can't perform its tasks, which means the productivity drops and costs increase. Organizations often need to allocate extra resources, like more machines or workers, to make up for that lost time, driving up costs even more.
Imagine a bakery that relies on an oven. If the oven breaks down and needs repairs, productivity drops, as fewer baked goods can be produced. To compensate for this, the bakery may hire additional workers to speed up the process later on, which increases operational costs overall.
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So, every year your obsolescence factor is increasing as the machine becomes more obsolete. Costs increase from retaining old machines that produce at a lower productivity rate.
This chunk discusses obsolescence costs, which occur as machines age and become less productive. As new models are introduced with better technologies, older machines may need more repairs and could perform at reduced efficiency compared to their newer counterparts. This results in escalating costs associated with maintaining old equipment.
Consider an old smartphone compared to the latest model. The older phone might struggle to run modern apps or may break down more often, leading you to spend more on repairs instead of enjoying the benefits of a newer, more efficient model. In terms of business, sticking with the old phone would mean missing out on productivity gains that come with the new model.
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When you add all the total costs, what is the trend we see? For the first year the cost is high. Initially, the cost is high, then the cost reduces and reaches a minimum point, then again starts to increase.
In this part, we analyze the overall cost trend associated with machine ownership over time. The costs often start high due to depreciation and investment but may decrease as initial costs are spread over greater usage. Eventually, as maintenance, downtime, and obsolescence costs rise, the total cost begins to increase again, forming a parabolic shape in graphing terms.
Think of this like the cost of a car over its lifespan. Initially, the price might be steep due to financing and new ownership costs. Over time, while these costs are amortized, they can dip as the car becomes paid off. However, as it gets older, the maintenance costs start creeping up, making you reconsider the value of holding onto the vehicle.
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The economic life is the period during which the cost associated with the machine is minimum. It indicates when the asset should be replaced to minimize costs.
The chunk concludes with the idea of economic life, which refers to the optimal duration of machine ownership where costs are minimized. After this period, the combined costs of maintenance, obsolescence, and downtime typically increase, indicating the need for replacement. This critical decision helps organizations avoid unnecessary expenses and maintain productivity.
Just like deciding when to replace an aging smartphone, businesses must evaluate how long to keep their machines before they become too expensive to maintain. A wise decision is made when the total expenses of keeping the old device exceed the benefits of acquiring a new, more efficient model.
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Key Concepts
Downtime Cost: The expense incurred when machinery is not operational, impacting overall productivity and cost.
Obsolescence Cost: The costs incurred from keeping outdated equipment performing below current market standards.
Economic Life: The optimal period for keeping a machine, determined by analyzing accumulated costs.
Defender vs. Challenger: The comparison between current machinery (defender) and potential replacements (challengers) for optimal financial decision-making.
See how the concepts apply in real-world scenarios to understand their practical implications.
If a machine has an hourly cost of 900 rupees and experiences a downtime rate of 6%, the downtime cost for that hour would be 54 rupees.
When analyzing total downtime costs over a year with a usage of 2000 hours, the annual downtime cost can escalate drastically depending on the yearly percentage.
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When your machine won't do what it was made to do, it’s downtime that costs you, oh-so-true.
Imagine a factory where old machines whined and produced less, while shiny challengers stood waiting for their turn. The tales of downtime echoed as operators yearned for efficiency.
Remember 'D.O.C.' - Downtime, Obsolescence, Cost - the three Cs to evaluate when considering your machinery!
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Review the Definitions for terms.
Term: Downtime Cost
Definition:
The cost incurred when machinery is not operational, calculated as a percentage of equipment cost.
Term: Obsolescence Cost
Definition:
The cost associated with retaining old or outdated machinery, which performs at a lower efficiency compared to newer models.
Term: Cumulative Cost
Definition:
The total costs accumulated over multiple time periods, reflecting the sum of various cost components.
Term: Economic Life
Definition:
The time period during which the cumulative costs per operating hour of machinery are minimized, suggesting optimal replacement timing.
Term: Defender
Definition:
The current machine being used in operations.
Term: Challenger
Definition:
The proposed machine considered for replacement of the defender.