DDBA 8561 Week 6 Access Center Staffing Model Example

Seminar in Managing Healthcare Delivery Systems Walden University Free custom sample in 24 to 48h

This DDBA 8561 Week 6 access center staffing model example tests a Kansas City health system's Monday call center schedule against half-hourly demand and argues that callers who hang up return elsewhere. Walden DDBA 8561 asks students to build models whose numbers support a claim, and the sample uses an Erlang A queue with 4.5-minute handle time and 3-minute caller patience rather than the Erlang C formula, which assumes no one abandons. From 8:00 to 9:30, the schedule falls 8 to 11 agents short and about a third of callers hang up; after 10:30, it has slack. About 190 abandoners become roughly 114 retries and 38 portal messages to clinic nurses. Garnett, Mandelbaum and Reiman, Gans, Koole and Mandelbaum and Aguir and colleagues support this DBA model.

CourseDDBA 8561 Seminar in Managing Healthcare Delivery Systems
WeekWeek 6
Paper typeStaffing model
LengthAbout 780 words, 5 pages
FormatAPA 7 student paper
SchoolWalden University
ProgramDoctor of Business Administration (DBA)
UpdatedOctober 2026

Free sample paper for DDBA 8561 Week 6

1

Callers Who Hang Up Come Back Elsewhere: A Staffing Model for a Patient Access Center Testing Its Monday Schedule Against Half-Hourly Demand With an Erlang A Queue and Following Abandoned Calls Into Retrials and Portal Messages

Student Name

Walden University

DDBA 8561: Seminar in Managing Healthcare Delivery Systems

Instructor Name

Month Day, Year

What this page is doingThe title states the model's central claim about abandoned calls and names the queueing model and the two places the calls reappear.
2

Callers Who Hang Up Come Back Elsewhere: A Staffing Model for a Patient Access Center Testing Its Monday Schedule Against Half-Hourly Demand With an Erlang A Queue and Following Abandoned Calls Into Retrials and Portal Messages

The Center and the Claim

The patient access center of a composite health system in Kansas City schedules appointments for 140 clinics, answering about 2,900 calls on a typical Monday between 7:00 a.m. and 5:00 p.m. Its managers report daily service as adequate: on a daily average, the center's 22 agents at full staffing can handle the volume. But the center counts callers who hang up before reaching an agent as lost demand. This model argues they are demand that returns, by calling again or by sending messages through the patient portal, and that the schedule's morning gap creates much of it.

What this page is doingThe paper opens with the claim that abandoned calls are displaced demand, which the model then tests.
3

The Mismatch

Calls arrive unevenly. Forecasts from twelve Mondays show volume rising from 60 calls in the 7:00 half hour to a peak of 170 at 9:00 and falling to about 100 by 11:30. The schedule, built around shift starts that suit staff, places 10 agents on the phones at 7:00, adding agents through the morning to reach 22 at 10:00. The result is too few agents from 8:00 to 9:30 and more than enough from 10:30 onward.

The Model

Most staffing tools use the Erlang C formula, which assumes callers wait indefinitely. When demand exceeds capacity in an interval, Erlang C predicts an unbounded queue and cannot say what happens. Garnett et al. (2002) developed the Erlang A model, which adds caller patience: each waiting caller abandons after a random time. They showed that ignoring abandonment can lead to serious errors in staffing, and Gans et al. (2003) reviewed evidence that abandonment is a central feature of real call centers. This model uses Erlang A with an average handle time of 4.5 minutes and average caller patience of 3 minutes, both drawn from the center's telephony data. The staffing target is abandonment of 5 percent or less and average wait of 30 seconds or less.

[after]

From 8:00 to 9:30, the schedule falls 8 to 11 agents short, and about a third of callers hang up. After 10:30, the center has more agents than it needs.

Table 1

Monday Morning Staffing, Scheduled Versus Needed

Half hourCalls forecastAgents scheduledAbandonment with scheduleAgents needed for target |
7:0060109.7 percent12 |
7:30851215.3 percent16 |
8:001401434.2 percent24 |
8:301651635.8 percent27 |
9:001701830.3 percent28 |
9:301602019.6 percent27 |
10:00140227.4 percent24 |
10:30120222.8 percent21 |
11:00110221.5 percent19 |
11:30100220.6 percent18 |
What this page is doingThe paper argues for its choice of model, since the common formula assumes callers never hang up.
4

Where Abandoned Calls Go

About 190 callers abandon between 8:00 and 10:00 on a typical Monday. The center's call records, matched by phone number, show that about 60 percent call again within an hour, adding roughly 114 calls to the late morning, when the center is staffed to handle them but agents spend time on repeat callers who are already frustrated. Aguir et al. (2004) showed that retrials can substantially change call center performance and that models ignoring them misjudge both load and service. About 20 percent of abandoning callers, roughly 38 on a Monday, send a portal message instead, which goes to clinic nurses who must then call the patient back. The remainder do not reappear in either record; some may have reached the clinic another way, and some may have given up.

What Follows

Shifting four agents' start times from 10:00 to 8:00 would cover most of the morning gap without adding staff, since the late morning has slack. A model that counted abandoned calls as lost would understate both the need and the cost borne by clinic nurses.

Why the Daily Average Misleads

On a daily basis, the center answers about 2,900 calls with agents whose combined capacity, spread evenly, would be ample. That is why the center's monthly report shows acceptable service. The average hides the morning, when a third of callers hang up, and the late morning, when agents spend their time on retrials. A model built on the daily average reports enough staff and misses the problem entirely. The half-hourly view is not a refinement of the daily one; it is a different picture of the same day, and only it shows where demand and capacity diverge.

Limits

Patience is assumed to follow a single average; real patience varies by caller. Retrial and portal shares come from matching phone numbers and patient identifiers, which miss callers using different phones.

References

Aguir, S., Karaesmen, F., Aksin, O. Z., & Chauvet, F. (2004). The impact of retrials on call center performance. OR Spectrum, 26(3), 353-376. https://doi.org/10.1007/s00291-004-0165-7

Gans, N., Koole, G., & Mandelbaum, A. (2003). Telephone call centers: Tutorial, review, and research prospects. Manufacturing & Service Operations Management, 5(2), 79-141. https://doi.org/10.1287/msom.5.2.79.16071

Garnett, O., Mandelbaum, A., & Reiman, M. (2002). Designing a call center with impatient customers. Manufacturing & Service Operations Management, 4(3), 208-227. https://doi.org/10.1287/msom.4.3.208.7753

The Walden DDBA 8561 Week 6 instructions

For Week 6, build a staffing model for one service and test the current schedule against demand at a fine time scale. Plot forecast demand and scheduled staff by interval. Choose a queueing model and argue for it, noting the assumptions of common alternatives. Report, interval by interval, the staff needed to meet a stated service target beside the staff scheduled. Follow unmet demand to where it goes, such as retries or other channels, using records where possible. Recommend changes, explain why the daily average misleads and state the model's assumptions about patience and the limits of matching callers across channels. Five or six pages with two charts and one staffing table is typical.

How this DDBA 8561 Week 6 example is built

The sample's first section describes about 2,900 Monday calls and a schedule that reaches 22 agents only at 10:00. The model section explains that Erlang C predicts an unbounded queue when demand exceeds capacity and that Erlang A adds abandonment. A table for 7:00 to 11:30 shows abandonment peaking near 36 percent at 8:30 and needs of up to 28 agents. The retrial section matches phone numbers to show about 60 percent of abandoners calling back within an hour and about 20 percent turning to the portal. The recommendation shifts four start times from 10:00 to 8:00 without adding staff, and a section explains how daily averages hide the morning. Limits note that patience varies by caller and that matching by phone number misses people who switch phones.

DDBA 8561 Week 6 rubric: what earns full marks

A staffing model stands or falls on whether its numbers support the claim, and rubrics separate the model from its interpretation. A model built on a daily average reports enough staff and misses the morning entirely, which fails the seminar's first test. A queueing formulation is credited only when its choice is argued; using Erlang C without acknowledging its patience assumption is a known weakness. The retrial and overflow sections carry the systems credit, showing where unmet demand lands. Recommendations should follow from the interval table. Clear statement of assumptions, such as a single average patience, shows modeling discipline. Plain explanation of the queueing model, so a manager could follow it, earns credit alongside the arithmetic.

DDBA 8561 Week 6 help from the desk

Export half-hourly call counts for several weeks of the same weekday and average them. Get handle times and abandonment times from the telephony system. Free calculators and spreadsheets can compute Erlang A; you do not need specialized software. Compare needed and scheduled agents for each interval and look for the gap. Then match abandoned callers to later calls or messages to see where they went. Keep the recommendation practical, such as shifting start times. Explain clearly why your model's patience assumption matters. Matching callers across channels by phone number or patient identifier is imperfect; describe what it misses. Present the interval table before the charts.

Get a DDBA 8561 Week 6 example written to your instructions

Pass along Week 6's prompt and the rubric, and describe the unit whose schedule you want tested, call center, clinic or inpatient floor, and a staffing model built to that setting returns inside 24 to 48 hours; the opening request is free. Arrival patterns are taken from the call center literature unless a data set comes with the prompt.

More DDBA 8561 papers and DBA samples

DDBA 8561 Week 6 questions, answered

Where can I find a free DDBA 8561 Week 6 sample paper?

The access center staffing model, interval table and retrial analysis are printed here at no cost.

Which queueing model does the DDBA 8561 Week 6 paper use?

Erlang A, which allows callers to abandon, rather than Erlang C, which assumes they wait indefinitely.

When is the center understaffed?

From 8:00 to 9:30 on Mondays, when it is 8 to 11 agents short and about a third of callers hang up.

Where do abandoned callers go?

About 60 percent call back within an hour and about 20 percent send portal messages to clinic nurses.

What change does the model recommend?

Moving four agents' start times from 10:00 to 8:00, using late-morning slack.