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Today we're discussing downtime costs. We begin with how to calculate these costs based on the equipment's value. Who remembers how to find the downtime cost per hour?
Is it calculated as a percentage of the equipment cost?
Exactly! In our example, it's 3% of an equipment cost of 900 rupees per hour. Can anyone calculate that for me?
That's 27 rupees per hour!
Well done! Now if the machine operates for 2000 hours a year, how do we calculate the annual downtime cost?
We multiply the hourly cost by the hours. So, 27 times 2000 equals 54,000 rupees.
Great! So your yearly downtime cost for the first year is 54,000 rupees. Remember the formula: Annual Cost = Hourly Cost × Operating Hours.
Now let’s move to cumulative costs. How do you think we would add up our costs over multiple years?
We would just keep adding the yearly costs together?
That's right! At the end of year one, we have 54,000. If in year two we add 1,08,000, what would our cumulative cost be?
That would be 1,62,000 rupees.
Exactly! Also, can someone tell me how to find the cumulative cost per hour?
I think we divide the cumulative cost by the total operational hours.
Correct! That’s how we can evaluate our costs systematically.
Let's discuss how productivity affects downtime costs. What happens when productivity drops?
We might need to spend more to keep productivity levels up.
Exactly! This is known as productivity adjusted cumulative costs. Can anyone give me the formula?
We divide the cost by productivity levels, right?
Right again! If our cost is 41.33 when productivity is 0.98, that shows how adjustments can impact our bottom line.
So, we need to keep track of productivity to minimize costs!
Exactly! Very important in managing machine efficiency.
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The section details the calculation of downtime costs based on equipment cost and operational hours. It further explains how productivity adjustments lead to increased cumulative downtime costs and emphasizes the significance of calculating these costs annually and cumulatively across the machine's lifespan.
In this section, we explore how downtime costs are calculated in relation to the cost of equipment and how productivity adjustments influence these costs.
Understanding these costs is crucial for making informed decisions regarding machinery management and replacement strategies. This analysis provides clarity on when to invest in new machinery to minimize downtime and lost productivity.
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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.
\[
\text{Downtime cost per hour} = \frac{3}{100} \times (900) = 27 \text{ rupees per hour}
\]
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,
\[
\text{Downtime cost per year} = 27 \times 2000 = 54,000 \text{ rupees}
\]
This is your per year, per year in the sense for the first year, 54,000 rupees for the first year is your downtime cost.
In this part, we learn to calculate the downtime costs associated with a piece of equipment. The downtime cost per hour is determined by taking a percentage (3% in this case) of the equipment cost, which is 900 rupees per hour. After calculation, we find that the downtime cost per hour is 27 rupees. Over the course of a year, if the machine operates for 2000 hours, the yearly downtime cost would be 54,000 rupees. Essentially, we are converting an hourly cost into an annual figure.
Imagine you have a lemonade stand that costs 900 rupees to run per hour. If you can't serve customers for 3% of the time due to equipment issues (like a broken cooler), you would lose 27 rupees every hour you are down. If you're open for business for 2000 hours in a year, that lost income adds up to 54,000 rupees by the end of the year.
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Similarly, calculate the downtime costs, let us calculate 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.
\[
\text{Downtime cost per hour} = \frac{6}{100} \times (900) = 54 \text{ rupees per hour}
\]
\[
\text{Downtime cost per year} = 54 \times 2000 = 1,08,000 \text{ rupees}
\]
In this section, we calculate downtime costs for the second year of operation, where the downtime percentage has increased to 6%. Again, we apply the same method: calculating 6% of the equipment cost (900 rupees/hour) gives us a downtime cost of 54 rupees per hour. Over the same 2000 hours of operation, the total downtime cost for the year is 1,08,000 rupees.
Continuing with our lemonade stand example, in the second year, suppose a new competitor appears, causing you to lose more time fixing equipment due to additional demand. Now, if downtime costs rise to 6% of your operating time, you’ll be losing 54 rupees every hour you can’t serve customers due to equipment issues. After another year, this would total 1,08,000 rupees.
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Now, you find the cumulative downtime cost. Everything is done on cumulative basis. So, find the cumulative downtime cost by adding it.
\[
54,000 + 1,08,000 = 1,62,000
\]
Here we learn to calculate the cumulative downtime costs over multiple years. After determining the downtime costs for each year, we sum them up to find the cumulative cost. In this case, we add the first year’s downtime cost (54,000 rupees) to the second year’s downtime cost (1,08,000 rupees), resulting in a cumulative total of 1,62,000 rupees.
If you think of it like a jar where each year you drop in money equivalent to your losses due to downtime, after the first year, you have 54,000 rupees in the jar, and after the second year, you drop in another 1,08,000 rupees. Looking inside the jar now shows you have a total of 1,62,000 rupees, representing your total lost income from downtime.
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So now, you know the cumulative usage every year it is going to be 2000 hours, add it. Now the cumulative cost per hour you can calculate by dividing the cumulative downtime cost for that year by the cumulative usage.
\[
\text{Cumulative cost, end of the first year} = \frac{54,000}{2000} = 27 \text{ rupees per hour}
\]
\[
\text{Cumulative cost, end of the second year} = \frac{1,62,000}{4000} = 40.5 \text{ rupees per hour}
\]
Next, we calculate the cumulative cost per hour by dividing the cumulative downtime costs by the cumulative operations hours. At the end of the first year, the cumulative cost per hour is still 27 rupees as we only operated for 2000 hours. By the end of the second year, we add another 2000 hours, and the cumulative cost per hour rises to 40.5 rupees because we account for the additional downtime expenses in relation to the total hours operated (4000 hours).
Think of watching your favorite show on TV. You spend 2 hours watching it this week, and then 2 more hours next week. By the end of the second week, you realize you've spent a total of 4 hours watching the show. If every hour costs you a ticket that adds up, you'd calculate an average cost per hour based on how much you've watched—that's similar to how we calculate cumulative costs here.
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Now, you have to account for the loss in productivity. The loss in productivity is also going to result in an increase in the downtime cost of the machine. So, as we discussed earlier the loss of productivity results in increase in production cost because the machine has spent the time in the repair yard.
In this segment, we need to include the concept of productivity loss due to downtime. When equipment is under repair, it can’t perform its intended function, which ultimately drives up overall production costs. The machine not only incurs downtime costs, but actual productivity losses that affect project schedules. This means that to return to the original productivity level, additional resources such as more machines or workers may be needed, which incurs further costs.
Imagine if your lemonade stand was temporarily closed for a few days to repair the lemonade machine. During those days, you missed out on sales that would have happened had the machine been working. Now, to make up for that lost time, you might need extra help or extend your operating hours, both of which cost money—similarly, downtime leads to increased overall costs.
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So, for that we have to increase, we have to spend some more cost, some more money we have to spend. So, that results in some increase in cost due to downtime. So, that is what is called as productivity adjusted cumulative downtime costs per hour that is what we are going to find here.
We introduce the concept of productivity adjusted cumulative downtime costs. As we've established, downtime costs due to repairs and low productivity can lead to further expenses. This means that, when calculating costs, we need to adjust our figures to account for these additional costs to paint a clear picture of what downtime truly means financially.
If you think about it in terms of running your lemonade stand, every time something goes wrong with your setup (like needing to add extra staff or more supplies to keep up with demand after a delay), it becomes clear that downtime isn’t just about the minutes lost; it’s about how much more you might have to spend to avoid losing money in the long run.
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Key Concepts
Downtime Cost: The cost incurred when machinery is non-operational.
Cumulative Cost: The total costs summed over multiple years, providing insight into financial impacts over time.
Productivity Adjustment: Adjustments made to costs based on reduced machine productivity due to downtime.
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For the first year, the downtime cost per hour is 27 rupees, leading to an annual cost of 54,000 rupees.
In the second year, the downtime cost increases to 54 rupees per hour, resulting in an annual cost of 1,08,000 rupees.
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When machines take a breather, costs rise like a fever; keep them in play, costs will stay away!
Once upon a time, a hardworking machine made 900 rupees an hour, but when it broke down, it cost 27 rupees just sitting around. For two thousand hours a year, its owner had to face the fear of 54,000 rupees lost each year!
D-CAP: Downtime, Cumulative, Annual, Productivity - remember the sequence of concepts!
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Review the Definitions for terms.
Term: Downtime Cost
Definition:
The cost of having machinery that is non-operational.
Term: Cumulative Cost
Definition:
The total sum of costs incurred over multiple years.
Term: Productivity Adjustment
Definition:
A modification made to account for decreases in productivity due to downtime.