Work Measurement - 1
Work Measurement - 1
文章目錄
- Work Measurement - 1
- Overview
- Introduction to work measurement
- Time is important
- Time standard: definition
- Standard time: Application and functions
- Methods to determine time standards
- Prerequisites for valid time standards
- standard input work unit
- average worker
- standard performance
- standard method
- Average worker
- standard performance
- performance rating
- other things to standardise
- how do we cope with rest breaks?
- Allowances
- Fixed allowances (simplest version)
- Variable allowances
- examples
- other allowaces
- summary of standard time
- example
- summary
- direct time study
- definition
- 7 steps
- reasons for breaking operation into elements
- timing techniques
- time study template
- Example
- Measureement problems with direct time study
- precision in work measurement
- confidence
- probability density function of measured time
- confidence
- probability density function of measured time
- tabulation of student - t distribution
- examples
- number of cycles to be timed?
- example
- summary
- learning curves
- learning curve phenomenon
- learning curve
- Learning curve theory
- Typical learning rates
- source of learning curves
- Learning barriers: factors impeding learning
- Interruptions to the learning curve
- Summary
- Next week
Overview
-
work study
- method study
- method analysis
- observation
- charting
- questioning
- methods design
- motion economy
- ergonomics
- Learn
- method analysis
- work measurement
- time study
- CORE!
- pmts
- Pre-determined measurement time system
- standard data systems
- Data in standard system
- work sampling
- sample work for the operator’s domain is great
- time study
- method study
-
Agenda
- Introduction to work measurement
- direct time study
- learning curves
Introduction to work measurement
Time is important
- labour content
- cost of labour time
- major factor in the total cost of a product or service
- how much time will be required to accomplish a given amount of time
Time standard: definition
- amount of time
- allowed for an average worker to process one work unit
- using the standard method and working it at a normal peace
Standard time: Application and functions
- used to
- fair day’s work
- means to convert workload into staffing and equipment needs
- Objective comparisons
- basis for wage incentives and evaluation
- time data for
- production planning and scheduling
- cost estimating
- material requirements planning
- beneficial
- low productivity
- long production runs
- Repeat orders
- short and repetitive work cycles
Methods to determine time standards
- methods to set time standards
- estimation (then to estimated, if under time pressure )
- estimated times
- Basis
- estimated times
- historical records (firstly to consider)
- historical times
- pros
- more accurate
- cons
- not adapted to changes
- pros
- historical times
- work measrement techniques
- engineered standards
- direct time study
- predetermined motion time systems
- standard data systems
- work sampling
- proportions of work activities
- engineered standards
- estimation (then to estimated, if under time pressure )
Prerequisites for valid time standards
- factors that must be standardized before a time standard can be set
- task (standard time for task)
- input
-
standard input work unit
-
average worker
-
standard performance
-
standard method
-
- Output
- standard output work unit
- input
Average worker
- worker
- usually perform tasks
- if male, then male
- if female, then famle
- usually perform tasks
standard performance
- pace of working
- maintained by an average worker
- distribution normal performance
- 68%
- Engineering is not only about technology but also around the people
- strength
- activities
- pins in the phones
- Abilities
performance rating
-
analyst judges the performance of pace of the worker relative to the definition of standard performance used by the organization
-
standard performance rate PR = 100 %
- slower pace than standard PR < 1
- faster pace than standard PR >100%
-
basic time
- Tb=Tobs*PR
-
example
- analyst
- Worker carrying out a task
- worker does the job in 5 mins
- 80% of the standard performance
- basic/ normal time to do the job at 5 mins *0.8= 4 mins
- Therefore, a standard worker time should be able
other things to standardise
- standard method
- optomum method
- safest, quickest, most productive and least stressful
- optomum method
- standard method
- explains all actions and motions
- include all of the details
- On
- how the task is performed
- including
- procedure
- tools
- Equipment
- including
- standard work units
how do we cope with rest breaks?
-
two approaches
- Scheduled rest breaks during the shift
- typical one 15 min break in mid morning and another in mid-afternoon
- mainly used where worker interaction is essential
- PFD (personal time, fatigue, distraction) allowance
- Scheduled rest breaks during the shift
-
not the same time
-
Time
- Lunch time does count towards breaks!!!
- protect their people in their lunch
- always protect your people for the lunch!!!
Allowances
- basic time adjusted by allowance factors to obtain the standard time
- purpose
- account for fatique
- Recognize that workers will not spoend the whole shift working and cope with other contingencies
- total allowance
- relaxation allowance
- fixed allowances
- variable allowances
- contingency allowances
- relaxation allowance
Fixed allowances (simplest version)
- personal times
- toilet breaks
- getting drinks
- 6% typical
- basic fatigue
- Rest allowance to overcome general fatigue (4% typical)
Variable allowances
- given only when the working conditions vary from those which are assumed in the basic allowances
- physical strains
- force
- posture
- vibration
- short cycle
- restrictive clothing
- Mental strins
- Concentration/anxiety monotony
- eye strain
- Noise
- nature of working conditions
- Temperature and humidity
- dust, dirt
- Wet
examples
- sawubf wood
- outdoors
- dry
- autumn
- 15 degree
- sawing force
- wear
- physical
- force
- posture
- vibration
- short cycle
- restrictive gloves
- mental
- concentration
- monotony
- working conditions
- Guest 2
- total allowance points: 54
- 26 %
other allowaces
- contingency
- additional allowance due to a problem with the break
- training allowance
- learning allowance
- Policy allowance
summary of standard time
- basic time
- observed time *
- standard time
example
- packing boxs
- average observed time for a repetitive work cycle is 3.27 mins
- work performance was rated by an analyst at 90%
- allowance factor is 0.13
- what is the standard time for this task
- observed time
- 3.27
- basic time
- 3.27*0.9=2.94
- standard time
- 2.94*1.13= 3.33 mins
- 3.33 mins per box
summary
- time standard
- average worker
- standard performance
direct time study
definition
- times and rates of working
7 steps
- basic information about the operations
- define and document the standard method
- divide the task into work elements
- time the work elements and calculate the mean value to obtain the observed time
- Evaluate worker’s pace relative to standard performance
- apply the allowance factors?
reasons for breaking operation into elements
- analysis the operation by elements may show slight variations
- could not be detected so easily from an overall study
- an operator may not work at the same tempo throughout the cycle
- An elemental time study permits seperate performance ratings
- different elements may require different timing
timing techniques
- snapback time
- Watch is started at the beginning of every work element by snapping it back to zero at the end of the previous element
- the analyst must note and record the final time for the element just as the watch is being zeroed
- advantages
- see how the element times vary from one cycle to the next
- no subtraction is necessary to obtain individual elements
- continuous timing
- watch is zeroed at the beginning of the first cycle and allowed to run continuously throughout the duration of the study
time study template
- feed
- Timing
- speed
- how many inputs are they using
Example
Measureement problems with direct time study
- how can we be sure that the limited sample of times observed is actually representative of the truth?
- is the mean of the observed times equal to the true value of the time to perform the task?
- unless you make a very large number of observations, you can not make that claim
- however the number of observations that can be made during a direct time study is liited
- cost
- time
- effort
- how many observations must be made so that we are fairly confident about the outcome of the study?
precision in work measurement
- precision is concerned with the
- expected variability within a single time study
- precision of a time standard is determiend a certain confidence level
- standard time
- 4 mins
- 98%
confidence
-
to cope with variations
-
time a number of repetitions of the job
-
confidence interval for the mean value of the time
-
assume observed work element times
-
normally distributed
-
observed means
-
observed data
-
sample size
probability density function of measured time
- n: sample size
- 95% confidence
- 10% from the observed mean
- Probability density
- interval size is at 10% of the x bar
- (1-\alpha)
- Sample size is usually small
- standard normal distribution
- t-distributed with n-1 degrees of freedom
confidence
- actual standard deviation sufna
- sample standard deviation
- sample size is small
probability density function of measured time
- alpha = 0.05
tabulation of student - t distribution
- degrees of freedom n-1=29
- probability of 95%
examples
- 9 cycles of assembly operation have been observed during a direct time study
- Mean time is 1.3 mins
- the corresponding sample standard deviation
- a = 0.05
- two tails
- 1-a/2-0.975
- t_{n-1}^{a/2}=2.306
- 95% CI
number of cycles to be timed?
- how many observations we need to take
- k = 10%
- max fractional error
- we are prepared to accept
- number of observations to take
- The practicality/ cost vs accuracy trade off
example
-
time study analyst
-
10 readings on the particular work element of interest
-
consider how many cycles to time
-
based on the sample
-
Mean tine for the element is 0.4 min
-
sample standard deviation is 0.07 min
-
95% confidence level
-
how many cycles should be timed to ensure the actual element time is within ±10% of the mean?
-
Ans 6 answer
-
n=(tn?11?α2s)2n=(\frac{t_{n-1}^{1-\frac{\alpha}{2}}s}{})^2 n=(tn?11?2α??s?)2
summary
- direct time study
- precision in work measurement
- confidence
- probability density function of measured time
- 0.95 is the standard rate that everybody is working
learning curves
- the more you do
learning curve phenomenon
- reduction in cycle time
- as the number of cycles increases
- when a worker accomplishes a task over and over
learning curve
-
X-axis
- Units produced
-
Y-axis
-
Processing time per unit
-
y
y=timeunity = \frac{time}{unit} y=unittime?
-
Learning curve theory
- learning rate
- Example
Typical learning rates
-
type of work
- assembly
- prototype
- clerical ops
- inspection
- machining
- Welding
-
LR
- 85
- 65
- 75-85
- 85
- 90
- 85-90
-
the higher the customized domain
- the higher the learning rate is
-
list of learning rate
-
higher learning rate
source of learning curves
- self
- practice
- Worker becomes familiar with the task
- moves from conscious
- Sub-conscious
- Worker makes fewer mistakes
- Hand and body motions more efficient
- reduce distances
- practice
- organizations
- fine tuning of machinery and tooling
- development of special tooling
- product design improvements
- leadership and motivation of workers
Learning barriers: factors impeding learning
- physical and mental limits
- frustration
- inertia
- Interruption/forgetting
- Constraints imposed by other memners of group
- shortage of resources, lack of investment in new technology
- lack of leadership
- low motivation of workers
- Good quality
- if not, more money and more time
Interruptions to the learning curve
- learning curve effect tends to be disrupted by interruptions in production
- for example due to
- Batch production
- between repeat orders
- labor strikes
- holidays
- raw material shortages
- emissions
- when production is resumed after a break
Summary
- calculate standard time
- effect of the learning curve
Next week
- Work measurement 2
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