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Today, we'll be discussing downtime costs, which are a critical aspect of equipment management. Can anyone tell me how we determine the downtime cost per hour?
Is it based on equipment cost and the percentage of downtime?
Exactly! Downtime cost per hour is calculated using the formula, which involves multiplying the equipment cost by the downtime percentage. For instance, if equipment costs 900 rupees per hour at a 3% downtime, what would that be?
That would be 27 rupees per hour.
Great job! Now, if the machine operates for 2000 hours in a year, how do we find the yearly downtime cost?
By multiplying 27 by 2000, we get 54,000 rupees.
Right! Remember this process with the acronym 'DOP' for Downtime Operating Cost. Let's summarize: identify the percentage, calculate the hourly cost, and then extend it to yearly figures. Any questions?
Now, let’s delve into cumulative costs. After calculating downtime for the first year, how would we track costs in subsequent years?
We add the costs from each year.
Exactly! If the second year's cost rises to 1,08,000 rupees, how do we find the total cumulative cost by the end of the second year?
It would be 54,000 plus 1,08,000, which totals 1,62,000 rupees.
Spot on! Remember this as 'ACC' for Annual Cumulative Cost. Keep track that these calculations help us understand costs better over time. Let's transition to the productivity adjustments next. Thoughts?
Continuing from cumulative costs, we also need to consider productivity adjustments in our calculations. Can someone remind me how we calculate those?
We take the cumulative cost and divide it by the productivity factor?
Exactly! If the second year's cumulative cost was 40.50 and productivity dropped to 0.98, what is our adjusted cost?
It would be 41.33 rupees per hour.
Correct! Let's record that as 'PAC' for Productivity Adjusted Cost. Tracking productivity is essential as we want to maintain efficiency while controlling our costs. Any additional questions?
Next, we'll discuss obsolescence costs. How would you describe the implications of an old machine versus a new one?
Older machines become less productive and may incur higher maintenance costs.
Exactly! We calculate obsolescence as a percentage of the equipment cost. For instance, if it's 0.05 in the second year, what is our hourly obsolescence cost?
It would be 45 rupees.
Spot on! And when we multiply by 2000 hours, what do we get for yearly costs?
90,000 rupees.
Perfect! Always be aware of these escalating figures with time. Recap it using 'OC' for Obsolescence Cost. Brilliant teamwork, everyone!
Lastly, let’s pull together everything about obsolescence costs. How do we determine cumulative obsolescence costs over the years?
By adding yearly costs together, right? Like for the third year?
Exactly! If we have 90,000 from the second year and 2,16,000 from the third, what do we total?
That would be 3,06,000 rupees.
Correct! This gives us a comprehensive understanding when assessing the costs of older machinery versus new options. Always remember the implications of outdated machinery as they can heavily impact cost efficiency. Excellent discussion today!
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The section details how to compute downtime costs based on machine operation hours and the impact of obsolescence as machines age, emphasizing the financial implications of maintaining outdated equipment. It introduces cumulative costs and highlights the significance of productivity adjustments.
This section provides a comprehensive analysis of downtime and obsolescence costs related to machinery over multiple years. It begins by outlining the calculation of downtime costs, which is directly correlated to the equipment cost and the operating hours of the machine.
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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 section, we start by calculating the downtime cost for the equipment. The downtime cost per hour is determined as 3% of the hourly equipment cost. Given an equipment cost of 900 rupees per hour, the downtime cost is calculated to be 27 rupees per hour. This cost accumulates as the machine operates over a year for 2000 hours, resulting in a total downtime cost of 54,000 rupees for the first year.
Imagine you own a taxi service, and one of your car's engine fails, making it unusable for a period. If your taxi brings in 900 rupees per hour, the loss from not using it is equivalent to the downtime cost. Just like how the taxi loses money each hour it cannot operate, machinery in a factory incurs downtime costs when it isn't functioning.
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In the second year the downtime percentage is 6%. So, downtime cost is 6% of your equipment cost,
Downtime cost per hour = (6/100) × (900) = 54 rupees per hour
Downtime cost per year = 54 × 2000 = 1,08,000 rupees
In the second year, we see an increase in the downtime percentage to 6%. This means that the downtime cost per hour now increases to 54 rupees. When we calculate the yearly cost based on 2000 operating hours, the total downtime cost for the second year escalates to 1,08,000 rupees. This highlights how maintenance issues can lead to increased costs as a machine ages.
Consider an aging car—its wear and tear leads to more frequent breakdowns, causing more downtime. Instead of earning money, the car incurs costs during the time it sits idle, reflecting how machinery costs can rise when reliability decreases.
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Now, you find the cumulative downtime cost. Everything is done on a cumulative basis. So, find the cumulative downtime cost by adding it.
So, 54,000 + 1,08,000 gives you 1,62,000.
To understand the total financial impact, we calculate the cumulative downtime costs by adding the yearly costs. For the first year, the downtime cost was 54,000 rupees and for the second year, it was 1,08,000 rupees. Adding these numbers gives us a total cumulative downtime cost of 1,62,000 rupees over the two years. This method helps in keeping track of increasing costs over time.
Think of it like saving money each month. If you save 54,000 rupees in the first month and then another 1,08,000 rupees the next, your total savings build up to 1,62,000 rupees. Similarly, downtime costs add up and affect overall financial health.
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Cumulative cost, end of the first year = 54,000 / 2000 = 27 rupees per hour
Similarly, for a second year, it is
Cumulative cost, end of the second year = 1,62,000 / 4000 = 40.5 rupees per hour
After calculating the cumulative downtime costs, we evaluate the cumulative cost per hour. At the end of the first year, the cumulative cost is 27 rupees per hour. At the end of the second year, the cost increases to 40.5 rupees per hour, showcasing how the cost efficiency of operating the machine changes as it ages. This method of calculating cost per hour helps in analyzing the financial sustainability of using older machines.
Just like in a team project, if a member completes their work in a short time, the group's overall efficiency becomes higher. However, if a member takes longer due to disruptions (like machine downtime), the group's efficiency and costs increase. It's similar to how cumulative costs per hour reflect an overall operational decline.
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Now, you have to account for the loss in productivity. So, the loss in productivity is also going to result in an increase in the downtime cost of the machine.
As machinery experiences downtime, productivity loss contributes to rising costs. If a machine is frequently out of operation, it not only costs money due to repairs but also affects the overall production rate of operations. Companies must find ways to compensate for this lost productivity to maintain efficiency.
Think of a student who misses class time because of illness. They fall behind in their studies and may need extra tutoring to catch up. Similarly, a machine that sits idle due to frequent repairs must have additional resources allocated to return to its prior productivity levels.
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So, I want to say 40.5 is my cost per hour, the productivity corresponding is 0.98. To bring back this productivity to 1, I need to spend some additional cost,
Productivity adjusted cumulative cost, first year = (41.33 rupees per hour)
Productivity adjusted cumulative cost, second year = (55.67 rupees per hour)
To adapt to reduced productivity arising from downtime, we adjust the cumulative costs to reflect the efforts needed to restore maximum productivity. The analysis shows that adjusted costs per hour rise to 41.33 for the first year and 55.67 for the second year. Companies must prepare for these additional costs when machinery does not perform at optimal levels.
Imagine a factory that needs to hire additional workers after one of its machines fails, just to meet production goals. Similarly, adjusting costs for machinery reflects increased risk and the need for more resources to compensate for downtime, much like needing more staff for projects due to an absent team member.
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Every year your obsolescence factor is increasing as the machine is becoming more obsolete. We are trying to calculate the cost increased resulting from retaining the old machine with us, which produces at a lower productivity rate.
Over time, older machines become obsolete, leading to increased costs associated with their operation. As technology advances, maintaining older equipment typically results in needing more spending on repairs and lower productivity. This analysis helps quantify the cost of sticking with less efficient machines instead of upgrading to new models that may perform better and more cost-effectively.
Consider your smartphone. If you hold onto an older model, you may find your apps are slower, and updates aren't available. As a result, it could cost you more in time and productivity compared to getting the latest model, which operates seamlessly.
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Obsolescence cost per hour = 0.05 × 900 = 45 rupees
Obsolescence cost for the second year = 45 × 2000 = 90,000 rupees
Obsolescence cost for the third year = 0.12 × 900 = 108 rupees
Obsolescence cost per third year = 108 × 2000 = 2,16,000 rupees
In evaluating obsolescence costs, we look at two key years. For the second year, obsolescence costs amount to 90,000 rupees, while for the third year, these costs rise significantly to 2,16,000 rupees. This illustrates how costs related to the aging and inefficiency of machines can accumulate, affecting overall operational budgets.
Imagine a car that has always worked well but is getting older. At first, you only incur minor maintenance costs, but as parts start to fail or technology in new cars advances significantly, those costs increase rapidly, reflecting higher obsolescence.
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Now you find the cumulative obsolescence cost. You add it, and you know the cumulative usages for every year it is 2000 hours.
Obsolescence cumulative cost in second year = 90,000 rupees / 4000 = 22.50 rupees per hour
For the third year, it is
Obsolescence cumulative cost in third year = 3,16,000 / 6000 = 51 rupees per hour.
As with downtime costs, cumulative obsolescence costs are tracked over time. By calculating the cumulative cost at the end of the second and third years, we see an increase in the cost per hour due to the added obsolescence of the machine. This helps visualize how retaining older equipment can lead to higher overall costs in the long run.
Just like with your monthly subscription to an outdated software, the more you delay updating, the more money wasted while you maintain software that offers fewer features and leads to missed opportunities. The same principle applies to equipment, where outdated models drain financial resources.
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When you add all the total costs, what is the trend we will see? ... at the end of 4th year, it is advisable to replace your machine.
We summarize all expense types—depreciation, investment, maintenance, repair, downtime, and obsolescence—over each year to identify cost trends. Notably, costs initially drop then escalate again after a point, indicating the economic life of the machine. Recognizing this point guides decisions on whether to repair or replace machinery.
Think of a car that you plan to keep for a long time. In the beginning, it might be low maintenance, but after several years, costs can accumulate rapidly for repairs. Recognizing when to sell this older vehicle before repair costs exceed the car's value is key—in essence, identifying optimal replacement times.
Learn essential terms and foundational ideas that form the basis of the topic.
Key Concepts
Downtime Calculation: The mathematical formula to determine losses due to equipment inactivity.
Cumulative Costs: The progressive addition of costs annually for comprehensive financial tracking.
Obsolescence Cost: An essential consideration in determining if machinery needs replacement.
Productivity Factor: A central aspect in evaluating machine performance and adjusting costs accordingly.
See how the concepts apply in real-world scenarios to understand their practical implications.
If a machine costs 900 rupees and has a downtime percentage of 3%, the downtime cost is 27 rupees per hour.
For the second year, with an equipment cost of 900 rupees and a downtime percentage of 6%, the yearly cost becomes 1,08,000 rupees.
Use mnemonics, acronyms, or visual cues to help remember key information more easily.
Old machines, oh what a plight, costs increase both day and night.
Imagine a hardworking farmer clinging to his old tractor, it starts breaking down more often and costs him sales. This represents the obsolescence costs he'd face if he doesn't invest in a new one.
DOP for Downtime Operating Cost: Remember to calculate downtime using Downtime %, Operational hours, and Productive hours.
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Review the Definitions for terms.
Term: Downtime Cost
Definition:
The cost associated with the loss of productivity because machinery is not operational.
Term: Cumulative Cost
Definition:
The total cost accumulated over several time periods, including all previous costs.
Term: Obsolescence Cost
Definition:
The costs resulting from keeping an outdated machine in operation, often leading to lower productivity and higher maintenance costs.
Term: Productivity Factor
Definition:
A factor that represents how effectively a machine performs compared to expected output.