Patent Application
20180315008
The subject matter disclosed herein generally relates to supply networks, and, more specifically, to determining order quantities within these networks.
Ensuring the optimal flow of goods or services in a complex global supply network is one of the greatest challenges in global supply chains. With tens of thousands of parts, hundreds or thousands of suppliers and facilities, multiple manufacturing and warehousing locations, materials and supply chain managers struggle to manage an almost insurmountable amount of information and variability in supply. Planning and executing materials supply through purchase orders and delivery from a diverse set of suppliers, materials, and capabilities, is very difficult at best.
Planning parameters, such as optimal order quantity, are utilized during the execution of the supply chain system. However, this parameter is often misaligned with actual performance of suppliers over time and or with an optimized quantity. Misalignment can result in excess inventory or slow-moving/non-moving inventory if the current order quantity is too high or the placement of frequent orders, causing churn and excess costs if the current order quantity is too low.
The present invention is directed to providing users (e.g., managers and staff) in a supply chain (e.g., at a warehouse, manufacturing operation, or delivery operation) the ability to rapidly identify, prioritize and effect changes to both the information, finance and physical flow of goods in the supply of their business. This invention allows a planner/buyer to determine the Optimum Order Quantity (OOQ) for a given material, as determined by supply chain parameters and recent supply chain performance, and detect when it is misaligned with either the current order quantity in the planning system or the observed order quantity as found in actual placed purchased orders. User interaction is provided in several ways, including the ability to investigate a given material (or part), or to examine an entire portfolio of materials (or parts), or a subset of that portfolio.
The present invention improves the supply chain performance by dynamically adjusting parameters such as OOQ to ensure a sound basis for decision making. This invention provides supply chain materials managers with real-time information on actual performance versus a plan, and automatically indicates parameters that need adjustment to improve delivery performance as well as other key performance indicators (KPIs), such as inventory.
In many of these embodiments, data relating to the demand and inventory of a material or component used by a customer is received. An optimum order quantity (OOQ) of the material or component using the received data is dynamically determined in real-time. An optimum proposed fulfillment timing for filling open purchase orders of the material or component using the received data is determined. The OOQ and optimum proposed fulfillment timing are rendered to the customer at a graphical electronic display.
The order quantity is selectively changed to a new order quantity based upon the OOQ and the optimum proposed fulfillment timing. A timing of execution of the open purchase orders is also selectively changed based upon the OOQ and the optimum proposed fulfillment timing. The OOQ and the optimized proposed fulfillment timing are re-determined as additional data is received and by utilizing the new order quantity.
In examples, the received data is one or more of current inventory data, safety stock data, usage data, demand data, sourcing data, material data, or data received from user controls. Other examples are possible.
In other examples, an optimum inventory entitlement is determined and the optimum inventory entitlement compared is rendered against a current inventory to a supply chain owner/materials manager on the graphical electronic display. In aspects, the optimum inventory entitlement utilizes the safety stock data.
In still other examples, the graphical electronic display is disposed at a personal computer, a laptop, a tablet, or a cellular phone. Other examples are possible.
In examples, the above-mentioned approach is performed at the cloud. Other examples are possible.
In other examples, the received data is received from user controls. The received data includes a cost of capital, a purchase order process cost, an inventory carrying cost, or a material type. Other examples are possible.
In others of these embodiments, an apparatus includes an electronic interface and a control circuit. The electronic interface has an input and an output, and is configured to receive data at the input relating to the demand and inventory of a material or component used by a customer. The data is received from an electronic network.
The control circuit is coupled to the electronic interface, and is configured to dynamically and in real-time determine an optimum order quantity (OOQ) of the material or component using the received data. The control circuit is further configured to determine an optimum proposed fulfillment timing for filling open purchase orders of the material or component using the received data, and render the OOQ and optimum proposed fulfillment timing from the supplier at a graphical electronic display via the output. The control circuit is further configured to selectively change the order quantity to a new order quantity based upon the OOQ and the optimum proposed fulfillment timing.
The control circuit is additionally configured to selectively change a timing of execution of the open purchase orders based upon the OOQ and the optimum proposed fulfillment timing and to re-determine the OOQ and the optimized proposed fulfillment timing as additional data is received and by utilizing the new order quantity. The control circuit is further configured to communicate the fulfillment timing to a user via the output of the electronic interface.
In aspects, the control circuit is configured to determine an optimum inventory entitlement and render the optimum inventory entitlement compared against a current inventory to the customer on the graphic electronic display. In examples, the optimum inventory entitlement is determined at least in part by utilizing the safety stock.
In other examples, the graphical electronic display is disposed at a personal computer, a laptop, a tablet, or a cellular phone. In other aspects, the apparatus is deployed at the cloud. Other examples are possible.
For a more complete understanding of the disclosure, reference should be made to the following detailed description and accompanying drawings wherein:
Skilled artisans will appreciate that elements in the figures are illustrated for simplicity and clarity. It will further be appreciated that certain actions and/or steps may be described or depicted in a particular order of occurrence while those skilled in the art will understand that such specificity with respect to sequence is not actually required. It will also be understood that the terms and expressions used herein have the ordinary meaning as is accorded to such terms and expressions with respect to their corresponding respective areas of inquiry and study except where specific meanings have otherwise been set forth herein.
The approaches described herein provide managers and staff in a supply chain (e.g., at a warehouse, manufacturing operations, or the delivery operations) the ability to rapidly identify, prioritize and effect changes to both the information, finance and physical flow of goods in the supply of their business. These approaches leverage available information across the supply network including (for example) planned order quantities, actual order quantities from placed purchase orders, recent usage, unit cost, total purchase volume, transportation costs, ordering costs, lot sizes, material criticality, shelf life, and models of the data through a system of algorithms.
The approaches described herein allow raw data in the supply base to be efficiently analyzed and optimized for decision-making purposes. With these approaches, for example, a planner/buyer planning to buy a material is presented with the optimum order quantity as recommended, based on analysis of various data. This quantity is also compared to the current value in the planning system and to the actual observed value as detected from recent purchases. This enables the best decision to be made in terms of adjusting the order quantity to ensure a cost-effective supply of material or part.
In the absence of the approaches described herein, manufacturing operations will continue to struggle to keep an optimized, cost-effective supply on hand for meeting material requirements and production requirements for satisfying customer demand on time. The approaches described herein solve these and other problems.
Referring now to
The data sources 102 and 104 may be electronic devices (e.g., memories, other data storage devices, processors, communication devices, or any combination of these or other electronic devices) supplying different types of information or data. In examples, the data may include current inventory data for a material, safety stock data for a material, usage data for a material, demand data for a material, sourcing data for a material, material data, or data received from user controls (e.g., from the graphical electronic display 110). Although two data sources are shown it will be appreciated that any number of data sources are possible. Also, the data sources may be located at suppliers, at manufacturing sites, at factories, at customer sites, at central processing centers, at home offices, at business centers, or at any other location.
The network 106 may be any type of electronic communication network or combination of networks. The network 106 may include devices such as gateways, routers, or processors. In one example, the network 106 is the cloud.
The graphical electronic display 110 is any device that is configured to produce or render a display with information to a user. In examples, the graphical electronic display 110 is disposed on a personal computer, a laptop, a tablet, or a cellular phone. Other examples are possible.
The electronic interface 120 may be any combination of hardware and software, and includes an input 130 and an output 132. In examples, the electronic interface 120 is configured to receive data (via the input 130) and transmit data (via the output 132). The electronic interface 120 may also provide formatting and conversion functions.
The control circuit 122 is coupled to the electronic interface, and is configured to dynamically and in real-time determine an optimum order quantity (OOQ) of the material or component using the received data. It will be appreciated that as used herein the term “control circuit” refers broadly to any microcontroller, computer, or processor-based device with processor, memory, and programmable input/output peripherals, which is generally designed to govern the operation of other components and devices. It is further understood to include common accompanying accessory devices, including memory, transceivers for communication with other components and devices, etc. These architectural options are well known and understood in the art and require no further description here. The control circuit 122 may be configured (for example, by using corresponding programming stored in a memory as will be well understood by those skilled in the art) to carry out one or more of the steps, actions, and/or functions described herein.
The control circuit 122 is further configured to determine an optimum proposed fulfillment timing for filling open purchase orders of the material or component using the received data (from the input 130), and to render the OOQ and optimum proposed fulfillment timing to the customer at a graphical electronic display 110 via the output 132. The control circuit 122 is further configured to selectively change the order quantity to a new order quantity at the based upon the OOQ and the optimum proposed timing. The control circuit 122 is configured to selectively change a timing of execution of the open purchase orders based upon the OOQ and the optimum proposed fulfillment timing and to re-determine the OOQ and the optimized proposed fulfillment timing as additional data is received and by utilizing the new order quantity. The control circuit 122 is configured to communicate the fulfillment timing to a user via the output 132 of the electronic interface 120.
In aspects, the control circuit 122 is configured to determine an optimum inventory entitlement and render the optimum inventory entitlement compared against a current inventory to a supply chain owner/materials manager on the graphic electronic display 110. In examples, the optimum inventory entitlement is determined at least in part by utilizing the safety stock.
In examples, the graphical electronic display 110 is disposed at a personal computer, a laptop, a tablet, or a cellular phone. In other aspects, the apparatus 108 is deployed at the cloud. Other examples of deployments are possible.
Referring now to
At step 206, the data is modelled and analyzed, for example, by a control circuit (e.g., the control circuit 122 of
Referring now to
At step 304, data modeling then occurs. The data modeling may include aggregating data, removing duplicate data, merging data, and appending data together (or adding additional information to existing data). Other examples are possible.
Analysis of the data then takes place. Cycle inventory generally is the amount of inventory above levels of safety stock. Cycle inventory, in examples, is on average about 50% of the order quantity since over time the cycle inventory depletes from the maximum cycle inventory to zero cycle inventory. During this cycle, for example, the expected average cycle inventory can be estimated to be half the maximum cycle inventory when the consumption of the inventory is assumed constant over the duration of the consumption from maximum cycle inventory to zero cycle inventory. Other examples are possible.
At step 306, different cycle inventory values are identified and determined. More specifically, system order quantity is determined at step 308 based on systems of record. This produces a system cycle inventory at step 310. System cycle inventory is a pre-set quantity that equals half the order quantity. Other examples are possible.
Observed order quantity is determined at step 312. This value is based upon an analysis of purchase orders and order quantities. Other factors may also be considered. The analysis may be an automatic analysis of purchase orders, in one example. Observed cycle inventory is determined at step 314, and may be derived from the purchase orders, or may be a predetermined fraction of the observed purchase orders. In one example, observed cycle inventory may be set equal to half the observed order quantity. Other examples are possible.
Based upon how much a customer has used, process costs, user input (cost of capital, how important the material/part is), an optimum order quantity (OOQ) is determined at step 316. This may be used at step 318 to determine a optimum cycle inventory, which may be a fraction of the OOQ. In one example, optimum cycle inventory may be set equal to half the optimum order quantity. Other examples are possible. It will be appreciated that the cycle inventory values change based upon the order quantity values. User controls 320 may supply some or all of this information.
At step 322 inventory entitlement is determined. In one approach, the following equation may be used:
Entitlement=Safety stock+Cycle inventory. Safety inventory 324 is a constant value that can be programmed by a user or can be determined dynamically.
Thus, simple addition will give the current, observed, and optimum inventory entitlement values 326, 328, and 330.
Current inventory 332 can be compared against these entitlements at steps 334, 336, and 338.
Then, optimized purchase order (PO) scheduling occurs at step 340. For new POs as well as open POs (POs that have yet to be fulfilled), at step 342 the timing of the purchase order may be determined and changed. For example, a delay to fill a purchase order may occur. At step 344, the quantity in the purchase order may be changed. For example, the order quantity may be changed to the OOQ (determined at step 316) or some other value selected by the user. The process of
Through the approach of
Referring now to
Steps 402, 404, 406, 408, and 410 gather information that is used in determining an initial optimal order quality (OOQ). At step 402, the demand for a part number is obtained. The demand may be expressed as the number of units of the part needed per unit time.
At step 404, the logistics cost per order are determined for each order. The logistics costs may include the weight, volume, taxes, and duties associated with a product order. Other examples of logistics costs are possible.
At step 406, the process costs per order are obtained. For example, the set-up cost for an order is obtained. Other examples of process cost are possible.
At step 408, capital costs per part are obtained. This may be expressed as a percentage of inventory investment.
At step 410, the warehousing and handling costs per part are obtained. In examples, this factor may include the rent, utilities, shrinkage, damage, theft, insurances, depreciation, scrap value, and taxes. Other examples are possible.
At step 412, an initial OOQ is determined. As known to those skilled in the art, an equation may be used to determine the initial OOQ, considering all the inputs to determine the OOQ. In examples, different weights may be assigned to the different factors.
At step 414, production and warehousing constraints are obtained. For example, space constraints and batch size constraints are obtained.
At step 416, supplier constraints are obtained. These include lot size constraints or constraints in the purchase agreement.
At step 418, the initial OOQ is adjusted to obtain the OOQ. The adjustment is made by applying the constraints at steps 414 and 416. For example, a supplier may only be able to manufacture a certain number of parts over a given time period, and this factor may require an adjustment to the initial OOQ. In another example, a supplier may insist on a minimum order quantity based on a lot size it is economical for the supplier to make.
At step 420, a safety stock number is obtained. At step 422, optimal inventory entitlement is obtained. For example, cycle inventory may be determined as described above and added to the safety stock number.
Referring now to
If the answer at step 504 is negative, execution continues at step 506 where the fulfillment timing of open purchase orders is rescheduled to an earlier date. Control continues at step 510.
If the answer at step 504 is affirmative, execution continues at step 508 where the fulfillment timing of open purchase orders is rescheduled to a later date. Control then continues at step 510.
At step 510, it is determined if the system order quantity is equal to the optimal order quantity. If the answer is affirmative, then execution is completed. If the answer at step 510 is negative, execution continues with step 512 where the system order quantity is adjusted to the optimal order quantity. Execution then is complete.
If the answer at step 502 is affirmative, then execution continues with step 508 where the fulfillment timing of the purchase orders is rescheduled. Execution continues with step 510 as has been described above.
Referring now to
In
In
In
It will be appreciated by those skilled in the art that modifications to the foregoing embodiments may be made in various aspects. Other variations clearly would also work, and are within the scope and spirit of the invention. It is deemed that the spirit and scope of the invention encompasses such modifications and alterations to the embodiments herein as would be apparent to one of ordinary skill in the art and familiar with the teachings of the present application.
| Number | Date | Country | |
|---|---|---|---|
| 62492029 | Apr 2017 | US |
